diff --git a/README.rst b/README.rst index 6cb305d5..8e0a26ea 100644 --- a/README.rst +++ b/README.rst @@ -28,6 +28,7 @@ Using the built-in :code:`PGFrame` data structure (currently, `pandas `_ (for the analytics API) - `Neo4j `_ (for the analytics and representation learning API); - `StellarGraph `_ (for the representation learning API). +- `gensim `_ (for the representation learning API). This repository originated from the Blue Brain effort on building a COVID-19-related knowledge graph from the `CORD-19 `_ dataset and analysing the generated graph to perform literature review of the role of glucose metabolism deregulations in the progression of COVID-19. For more details on how the knowledge graph is built, explored and analysed, see `COVID-19 co-occurrence graph generation and analysis `__. @@ -156,7 +157,9 @@ To get familiar with the ideas behind the co-occurrence analysis and the graph a - `Literature exploration (PGFrames + in-memory analytics tutorial) `_ illustrates how to use BlueGraphs's analytics API for in-memory graph backends based on the :code:`NetworkX` and the :code:`graph-tool` libraries. - `NASA keywords (PGFrames + Neo4j analytics tutorial) `_ illustrates how to use the Neo4j-based analytics API for persistent property graphs. -`Embedding and downstream tasks tutorial `_ starts from the co-occurrence graph generation example and guides the user through the graph representation learning and all it's downstream tasks including node similarity queries, node classification, edge prediction and embedding pipeline building. +`Embedding and downstream tasks tutorial `_ starts from the co-occurrence graph generation example and guides the user through the graph representation learning and all it's downstream tasks including node similarity queries, node classification and edge prediction. + +`Create and run embedding pipelines `_ illustrates how embedding pipelines can be built and executed using BlueGraph. Finally, `Create and push embedding pipeline into Nexus.ipynb `_ illustrates how embedding pipelines can be created and pushed to `Nexus `_ and `Embedding service API `_ shows how embedding service that retrieves the embedding pipelines from Nexus can be used. diff --git a/bluegraph/backends/gensim/__init__.py b/bluegraph/backends/gensim/__init__.py new file mode 100644 index 00000000..d51120f5 --- /dev/null +++ b/bluegraph/backends/gensim/__init__.py @@ -0,0 +1,16 @@ +# BlueGraph: unifying Python framework for graph analytics and co-occurrence analysis. + +# Copyright 2020-2021 Blue Brain Project / EPFL + +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at + +# http://www.apache.org/licenses/LICENSE-2.0 + +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +from .embed.embedders import GensimNodeEmbedder \ No newline at end of file diff --git a/bluegraph/backends/gensim/embed/__init__.py b/bluegraph/backends/gensim/embed/__init__.py new file mode 100644 index 00000000..252eda91 --- /dev/null +++ b/bluegraph/backends/gensim/embed/__init__.py @@ -0,0 +1,15 @@ +# BlueGraph: unifying Python framework for graph analytics and co-occurrence analysis. + +# Copyright 2020-2021 Blue Brain Project / EPFL + +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at + +# http://www.apache.org/licenses/LICENSE-2.0 + +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. \ No newline at end of file diff --git a/bluegraph/backends/gensim/embed/embedders.py b/bluegraph/backends/gensim/embed/embedders.py new file mode 100644 index 00000000..0f3fb562 --- /dev/null +++ b/bluegraph/backends/gensim/embed/embedders.py @@ -0,0 +1,113 @@ +# BlueGraph: unifying Python framework for graph analytics and co-occurrence analysis. + +# Copyright 2020-2021 Blue Brain Project / EPFL + +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at + +# http://www.apache.org/licenses/LICENSE-2.0 + +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +from collections import namedtuple +import warnings +import pandas as pd + +from gensim.models.poincare import PoincareModel + +from bluegraph.core.embed.embedders import GraphElementEmbedder +from bluegraph.backends.params import (GENSIM_PARAMS, + DEFAULT_GENSIM_PARAMS) + + +GensimGraph = namedtuple('GensimGraph', 'graph graph_configs') + + +class GensimNodeEmbedder(GraphElementEmbedder): + + _transductive_models = [ + "poincare", + "word2vec" + ] + + def __init__(self, model_name, directed=True, include_type=False, + feature_props=None, feature_vector_prop=None, + edge_weight=None, **model_params): + if directed is False and model_name == "poincare": + raise GraphElementEmbedder.FittingException( + "Poincare embedding can be performed only on directed graphs: " + "undirected graph was provided") + super().__init__( + model_name=model_name, directed=directed, + include_type=include_type, + feature_props=feature_props, + feature_vector_prop=feature_vector_prop, + edge_weight=edge_weight, **model_params) + + @staticmethod + def _generate_graph(pgframe, graph_configs): + """Generate backend-specific graph object.""" + return GensimGraph(pgframe, graph_configs) + + def _dispatch_model_params(self, **kwargs): + """Dispatch training parameters.""" + params = {} + for k, v in kwargs.items(): + if k not in GENSIM_PARAMS[self.model_name]: + warnings.warn( + f"GensimNodeEmbedder's model '{self.model_name}' " + f"does not support the training parameter '{k}', " + "the parameter will be ignored", + GraphElementEmbedder.FittingWarning) + else: + params[k] = v + + for k, v in DEFAULT_GENSIM_PARAMS.items(): + if k not in params: + params[k] = v + return params + + def _fit_transductive_embedder(self, train_graph): + """Fit transductive embedder (no model, just embeddings).""" + + model_params = {**self.params} + del model_params["epochs"] + + if self.model_name == "poincare": + model = PoincareModel( + train_graph.graph.edges(), **model_params) + + model.train(epochs=self.params["epochs"]) + + embedding = pd.DataFrame( + [ + (n, model.kv.get_vector(n)) + for n in train_graph.graph.nodes() + ], + columns=["@id", "embedding"] + ).set_index("@id") + return embedding + + def _fit_inductive_embedder(self, train_graph): + """Fit inductive embedder (predictive model and embeddings).""" + raise NotImplementedError( + "Inductive models are not implemented for gensim-based " + "node embedders") + + def _predict_embeddings(self, graph, nodes=None): + """Fit inductive embedder (predictive model and embeddings).""" + raise NotImplementedError( + "Inductive models are not implemented for gensim-based " + "node embedders") + + @staticmethod + def _save_predictive_model(model, path): + pass + + @staticmethod + def _load_predictive_model(path): + pass diff --git a/bluegraph/backends/neo4j/analyse/paths.py b/bluegraph/backends/neo4j/analyse/paths.py index 143ceb31..c6f4a24c 100644 --- a/bluegraph/backends/neo4j/analyse/paths.py +++ b/bluegraph/backends/neo4j/analyse/paths.py @@ -104,7 +104,7 @@ def _compute_yen_shortest_paths(graph, source, target, n, graph._generate_st_match_query(source, target) + Neo4jPathFinder._generate_path_search_call( graph, source, target, - "gds.beta.shortestPath.yens.stream", + "gds.shortestPath.yens.stream", distance, exclude_edge, extra_params={"k": n}) + "YIELD nodeIds\n" diff --git a/bluegraph/backends/neo4j/embed/embedders.py b/bluegraph/backends/neo4j/embed/embedders.py index 108fedb1..91be5575 100644 --- a/bluegraph/backends/neo4j/embed/embedders.py +++ b/bluegraph/backends/neo4j/embed/embedders.py @@ -48,11 +48,16 @@ class Neo4jNodeEmbedder(GraphElementEmbedder): @staticmethod def _generate_graph(pgframe=None, uri=None, username=None, password=None, driver=None, - node_label=None, edge_label=None): + node_label=None, edge_label=None, + graph_configs=None): """Generate backend-specific graph object.""" + if graph_configs is None: + graph_configs = {"directed": True} + return pgframe_to_neo4j( pgframe=pgframe, uri=uri, username=username, password=password, - driver=driver, node_label=node_label, edge_label=edge_label) + driver=driver, node_label=node_label, edge_label=edge_label, + directed=graph_configs["directed"]) def _dispatch_model_params(self, **kwargs): """Dispatch training parameters.""" @@ -223,7 +228,9 @@ def fit_model(self, pgframe=None, uri=None, username=None, password=None, train_graph = self._generate_graph( pgframe=pgframe, uri=uri, username=username, password=password, driver=driver, - node_label=node_label, edge_label=edge_label) + node_label=node_label, edge_label=edge_label, + graph_configs=self.graph_configs) + # self.graph_configs else: train_graph = graph_view diff --git a/bluegraph/backends/neo4j/io.py b/bluegraph/backends/neo4j/io.py index 8e26e54e..dbd28240 100644 --- a/bluegraph/backends/neo4j/io.py +++ b/bluegraph/backends/neo4j/io.py @@ -162,12 +162,12 @@ def pgframe_to_neo4j(pgframe=None, uri=None, username=None, password=None, node_label_repr = f":{node_label}" if node_label else "" query = ( - f""" - WITH [{", ".join(node_repr)}] AS batch - UNWIND batch as individual - CREATE (n{node_label_repr}) - SET n += individual - """) + f""" + WITH [{", ".join(node_repr)}] AS batch + UNWIND batch as individual + CREATE (n{node_label_repr}) + SET n += individual + """) execute(driver, query) # Add node types to the Neo4j node labels @@ -189,6 +189,7 @@ def pgframe_to_neo4j(pgframe=None, uri=None, username=None, password=None, edge_labels = [edge_label] for edge_label in edge_labels: + # Select edges of a given type, if applicable edges = pgframe.edges( raw_frame=True, diff --git a/bluegraph/backends/params.py b/bluegraph/backends/params.py index 85000dbb..41802fd4 100644 --- a/bluegraph/backends/params.py +++ b/bluegraph/backends/params.py @@ -84,3 +84,27 @@ "clusters_q": 1, "num_powers": 10 } + + +GENSIM_PARAMS = { + "poincare": [ + "epochs", + "size", + "alpha", + "negative", + "workers", + "epsilon", + "regularization_coeff", + "burn_in", + "burn_in_alpha", + "init_range", + "dtype", + "seed" + ] +} + + +DEFAULT_GENSIM_PARAMS = { + "size": 64, + "epochs": 50 +} \ No newline at end of file diff --git a/bluegraph/core/embed/embedders.py b/bluegraph/core/embed/embedders.py index 6b90d827..46ac28ea 100644 --- a/bluegraph/core/embed/embedders.py +++ b/bluegraph/core/embed/embedders.py @@ -59,7 +59,7 @@ def _inductive_models(self): @staticmethod @abstractmethod - def _generate_graph(self, pgframe): + def _generate_graph(pgframe, graph_configs): """Generate backend-specific graph object.""" pass @@ -167,7 +167,7 @@ def fit_model(self, pgframe): if not isinstance(embeddings, pd.DataFrame): embeddings = pd.DataFrame( {"embedding": embeddings.tolist()}, - index=train_graph.nodes()) + index=pgframe.nodes()) elif self.model_name in self._inductive_models: self._embedding_model = self._fit_inductive_embedder(train_graph) embeddings = self._predict_embeddings(train_graph) @@ -234,8 +234,12 @@ def load(path): with open(os.path.join(path, "emb.pkl"), "rb") as f: embedder = pickle.load(f) - embedder._embedding_model = embedder._load_predictive_model( - os.path.join(path, "model")) + + embedder._embedding_model = None + if os.path.isfile(os.path.join(path, "model")): + embedder._embedding_model = embedder._load_predictive_model( + os.path.join(path, "model")) + if decompressed: shutil.rmtree(path) diff --git a/bluegraph/core/io.py b/bluegraph/core/io.py index 3f4e8af0..32e2464f 100644 --- a/bluegraph/core/io.py +++ b/bluegraph/core/io.py @@ -954,6 +954,8 @@ def edge_types(self, flatten=False): """Return a list of edges types.""" if flatten: types = _aggregate_values(self._edges["@type"]) + if isinstance(types, str): + types = [types] else: types = [] for el in self._edges["@type"]: @@ -1112,9 +1114,10 @@ def get_edge_typing(self): def aggregate_properties(frame, func, into="aggregation_result"): if "@type" in frame.columns: df = frame.drop("@type", axis=1) + aggregated = df.aggregate(func, axis=1).values.tolist() frame = pd.DataFrame( { - into: df.aggregate(func, axis=1), + into: aggregated, "@type": frame["@type"] }, index=frame.index) diff --git a/bluegraph/downstream/__init__.py b/bluegraph/downstream/__init__.py index 98675468..c0dd01f9 100644 --- a/bluegraph/downstream/__init__.py +++ b/bluegraph/downstream/__init__.py @@ -13,6 +13,7 @@ # WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. # See the License for the specific language governing permissions and # limitations under the License. -from .data_structures import (ElementClassifier, - EmbeddingPipeline) +from .data_structures import ElementClassifier +from .pipelines import EmbeddingPipeline + from .utils import * \ No newline at end of file diff --git a/bluegraph/downstream/data_structures.py b/bluegraph/downstream/data_structures.py index c7e61bd6..78389bd0 100644 --- a/bluegraph/downstream/data_structures.py +++ b/bluegraph/downstream/data_structures.py @@ -16,15 +16,6 @@ from abc import ABC, abstractmethod import numpy as np -import pandas as pd - -import os -import re -import pickle -import shutil - -from bluegraph.exceptions import BlueGraphException, BlueGraphWarning -from .similarity import SimilarityProcessor class ElementClassifier(ABC): @@ -90,219 +81,3 @@ def predict(self, pgframe, predict_elements=None): pgframe, predict_elements) data = self._generate_data_table(pgframe, predict_elements) return self.model.predict(data) - - -class EmbeddingPipeline(object): - """Data structure for stacking embedding pipelines. - - In this context, an embedding pipeline consists of the - following steps: - - 1) preprocess - 2) embedd - 3) build a similarity index - """ - - def __init__(self, preprocessor=None, embedder=None, - similarity_processor=None): - """Initilize the pipeline.""" - self.preprocessor = preprocessor - self.embedder = embedder - self.similarity_processor = similarity_processor - - def is_transductive(self): - """Return flag indicating if the embedder is transductive.""" - if self.embedder is None: - return self.preprocessor is None - else: - return ( - self.embedder._embedding_model is None - ) - - def is_inductive(self): - """Return flag indicating if the embedder is inductive.""" - if self.embedder is None: - return self.preprocessor is not None - else: - return self.embedder._embedding_model is not None - - def run_fitting(self, data, index=None, preprocessor_kwargs=None, - embedder_kwargs=None): - """Run fitting of the pipeline components.""" - if preprocessor_kwargs is None: - preprocessor_kwargs = {} - if embedder_kwargs is None: - embedder_kwargs = {} - - # Train the encoder - if self.preprocessor is not None: - self.preprocessor.fit(data) - train_data = self.preprocessor.transform( - data, **preprocessor_kwargs) - else: - train_data = data - - # Train the embedder - if not self.embedder: - vectors = train_data - if index is not None: - index = pd.Index(index) - else: - embedding_table = self.embedder.fit_model( - train_data, **embedder_kwargs) - vectors = embedding_table["embedding"].tolist() - index = embedding_table.index - - # Build the similarity processor from obtained vectors - self.similarity_processor.add(vectors, index) - self.similarity_processor.index = index - - def run_prediction(self, data, preprocessor_kwargs=None, - embedder_kwargs=None, data_indices=None, - add_to_index=False): - """Run prediction using the pipeline components.""" - if preprocessor_kwargs is None: - preprocessor_kwargs = {} - if embedder_kwargs is None: - embedder_kwargs = {} - - # Encode the data - if self.preprocessor is not None: - transformed_data = self.preprocessor.transform( - data, **preprocessor_kwargs) - else: - transformed_data = data - - # Embed - if not self.embedder: - vectors = transformed_data - else: - embedding_table = self.embedder.predict_embeddings( - transformed_data, **embedder_kwargs) - vectors = embedding_table["embedding"].tolist() - - # Add to index if specified - if add_to_index is True: - if data_indices is None: - raise SimilarityProcessor.SimilarityException( - "Parameter 'add_to_index' is set to True, " - "'data_indices' must be specified") - self.similarity_processor.add(vectors, data_indices) - - return vectors - - def generate_embedding_table(self): - """Generate embedding table from similarity index.""" - index = self.similarity_processor.index - pairs = [ - (ind, self.similarity_processor._model.reconstruct(i)) - for i, ind in enumerate(index) - ] - return pd.DataFrame( - pairs, columns=["@id", "embedding"]).set_index("@id") - - def get_index(self): - """Get index of existing points.""" - return self.similarity_processor.index - - def retrieve_embeddings(self, indices): - """Get embedding vectors for the input indices.""" - if self.similarity_processor is None: - raise EmbeddingPipeline.EmbeddingPipelineException( - "Similarity processor object is None, cannot " - "retrieve embedding vectors") - else: - - return [ - el.tolist() if el is not None else None - for el in self.similarity_processor.get_vectors(indices) - ] - - def get_similar_points(self, vectors=None, - existing_indices=None, k=10, - preprocessor_kwargs=None, - embedder_kwargs=None): - """Get top most similar points for the input indices.""" - return self.similarity_processor.get_similar_points( - vectors=vectors, - existing_indices=existing_indices, k=k) - - @classmethod - def load(cls, path, embedder_interface=None, embedder_ext="pkl"): - """Load a dumped embedding pipeline.""" - decompressed = False - if re.match(r"(.+)\.zip", path): - # decompress - shutil.unpack_archive( - path, - extract_dir=re.match(r"(.+)\.zip", path).groups()[0]) - path = re.match(r"(.+)\.zip", path).groups()[0] - decompressed = True - - # Load the encoder - encoder = None - with open(os.path.join(path, "encoder.pkl"), "rb") as f: - encoder = pickle.load(f) - - # Load the model - embedder = None - extension = f".{embedder_ext}" if embedder_ext else "" - if os.path.isfile(os.path.join(path, f"embedder{extension}")): - if embedder_interface is None: - with open(os.path.join(path, f"embedder{extension}"), "rb") as f: - embedder = pickle.load(f) - else: - embedder = embedder_interface.load( - os.path.join(path, "embedder.zip")) - - # Load the similarity processor - similarity_processor = SimilarityProcessor.load( - os.path.join(path, "similarity.pkl"), - os.path.join(path, "index.faiss")) - - pipeline = cls( - preprocessor=encoder, - embedder=embedder, - similarity_processor=similarity_processor) - - if decompressed: - shutil.rmtree(path) - - return pipeline - - def save(self, path, compress=False): - """Save the pipeline.""" - if not os.path.isdir(path): - os.mkdir(path) - - # Save the encoder - with open(os.path.join(path, "encoder.pkl"), "wb") as f: - pickle.dump(self.preprocessor, f) - - # Save the embedding model - if self.embedder: - self.embedder.save( - os.path.join(path, "embedder"), compress=True) - else: - with open(os.path.join(path, "embedder.pkl"), "wb") as f: - pickle.dump(self.preprocessor, f) - - # Save the similarity processor - if self.similarity_processor is not None: - self.similarity_processor.export( - os.path.join(path, "similarity.pkl"), - os.path.join(path, "index.faiss")) - - if compress: - shutil.make_archive(path, 'zip', path) - shutil.rmtree(path) - - class EmbeddingPipelineException(BlueGraphException): - """Pipeline exception class.""" - - pass - - class EmbeddingPipelineWarning(BlueGraphWarning): - """Pipeline warning class.""" - - pass diff --git a/bluegraph/downstream/pipelines.py b/bluegraph/downstream/pipelines.py new file mode 100644 index 00000000..f6360cbe --- /dev/null +++ b/bluegraph/downstream/pipelines.py @@ -0,0 +1,240 @@ +# BlueGraph: unifying Python framework for graph analytics and co-occurrence analysis. + +# Copyright 2020-2021 Blue Brain Project / EPFL + +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at + +# http://www.apache.org/licenses/LICENSE-2.0 + +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +import pandas as pd + +import os +import re +import pickle +import shutil + +from bluegraph.exceptions import BlueGraphException, BlueGraphWarning +from .similarity import SimilarityProcessor + + +class EmbeddingPipeline(object): + """Data structure for stacking embedding pipelines. + + In this context, an embedding pipeline consists of the + following steps: + + 1) preprocess + 2) embedd + 3) build a similarity index + """ + + def __init__(self, preprocessor=None, embedder=None, + similarity_processor=None): + """Initilize the pipeline.""" + self.preprocessor = preprocessor + self.embedder = embedder + self.similarity_processor = similarity_processor + + def is_transductive(self): + """Return flag indicating if the embedder is transductive.""" + if self.embedder is None: + return self.preprocessor is None + else: + return ( + self.embedder._embedding_model is None + ) + + def is_inductive(self): + """Return flag indicating if the embedder is inductive.""" + if self.embedder is None: + return self.preprocessor is not None + else: + return self.embedder._embedding_model is not None + + def run_fitting(self, data, point_ids=None, preprocessor_kwargs=None, + embedder_kwargs=None): + """Run fitting of the pipeline components.""" + if preprocessor_kwargs is None: + preprocessor_kwargs = {} + if embedder_kwargs is None: + embedder_kwargs = {} + + # Train the encoder + if self.preprocessor is not None: + self.preprocessor.fit(data) + train_data = self.preprocessor.transform( + data, **preprocessor_kwargs) + else: + train_data = data + + # Train the embedder + if not self.embedder: + vectors = train_data + if point_ids is not None: + point_ids = pd.Index(point_ids) + else: + embedding_table = self.embedder.fit_model( + train_data, **embedder_kwargs) + vectors = embedding_table["embedding"].tolist() + point_ids = embedding_table.index + + # Build the similarity processor from obtained vectors + self.similarity_processor.add(vectors, point_ids) + self.similarity_processor.point_ids = point_ids + + def run_prediction(self, data, preprocessor_kwargs=None, + embedder_kwargs=None, data_point_ids=None, + add_to_index=False): + """Run prediction using the pipeline components.""" + if preprocessor_kwargs is None: + preprocessor_kwargs = {} + if embedder_kwargs is None: + embedder_kwargs = {} + + # Encode the data + if self.preprocessor is not None: + transformed_data = self.preprocessor.transform( + data, **preprocessor_kwargs) + else: + transformed_data = data + + # Embed + if not self.embedder: + vectors = transformed_data + else: + embedding_table = self.embedder.predict_embeddings( + transformed_data, **embedder_kwargs) + vectors = embedding_table["embedding"].tolist() + + # Add to index if specified + if add_to_index is True: + if data_point_ids is None: + raise SimilarityProcessor.SimilarityException( + "Parameter 'add_to_index' is set to True, " + "'data_point_ids' must be specified") + self.similarity_processor.add(vectors, data_point_ids) + + return vectors + + def generate_embedding_table(self): + """Generate embedding table from similarity index.""" + point_ids = self.similarity_processor.point_ids + pairs = [ + (ind, self.similarity_processor.index.reconstruct(i)) + for i, ind in enumerate(point_ids) + ] + return pd.DataFrame( + pairs, columns=["@id", "embedding"]).set_index("@id") + + def get_point_ids(self): + """Get index of existing points.""" + return self.similarity_processor.point_ids + + def retrieve_embeddings(self, indices): + """Get embedding vectors for the input indices.""" + if self.similarity_processor is None: + raise EmbeddingPipeline.EmbeddingPipelineException( + "Similarity processor object is None, cannot " + "retrieve embedding vectors") + else: + + return [ + el.tolist() if el is not None else None + for el in self.similarity_processor.get_vectors(indices) + ] + + def get_neighbors(self, vectors=None, + existing_points=None, k=10, + preprocessor_kwargs=None, + embedder_kwargs=None): + """Get top most similar points for the input indices.""" + return self.similarity_processor.get_neighbors( + vectors=vectors, + existing_points=existing_points, k=k) + + @classmethod + def load(cls, path, embedder_interface=None, embedder_ext="pkl"): + """Load a dumped embedding pipeline.""" + decompressed = False + if re.match(r"(.+)\.zip", path): + # decompress + shutil.unpack_archive( + path, + extract_dir=re.match(r"(.+)\.zip", path).groups()[0]) + path = re.match(r"(.+)\.zip", path).groups()[0] + decompressed = True + + # Load the encoder + encoder = None + with open(os.path.join(path, "encoder.pkl"), "rb") as f: + encoder = pickle.load(f) + + # Load the model + embedder = None + extension = f".{embedder_ext}" if embedder_ext else "" + if os.path.isfile(os.path.join(path, f"embedder{extension}")): + if embedder_interface is None: + with open(os.path.join(path, f"embedder{extension}"), "rb") as f: + embedder = pickle.load(f) + else: + embedder = embedder_interface.load( + os.path.join(path, "embedder.zip")) + + # Load the similarity processor + similarity_processor = SimilarityProcessor.load( + os.path.join(path, "similarity.pkl"), + os.path.join(path, "index.faiss")) + + pipeline = cls( + preprocessor=encoder, + embedder=embedder, + similarity_processor=similarity_processor) + + if decompressed: + shutil.rmtree(path) + + return pipeline + + def save(self, path, compress=False): + """Save the pipeline.""" + if not os.path.isdir(path): + os.mkdir(path) + + # Save the encoder + with open(os.path.join(path, "encoder.pkl"), "wb") as f: + pickle.dump(self.preprocessor, f) + + # Save the embedding model + if self.embedder: + self.embedder.save( + os.path.join(path, "embedder"), compress=True) + else: + with open(os.path.join(path, "embedder.pkl"), "wb") as f: + pickle.dump(self.preprocessor, f) + + # Save the similarity processor + if self.similarity_processor is not None: + self.similarity_processor.export( + os.path.join(path, "similarity.pkl"), + os.path.join(path, "index.faiss")) + + if compress: + shutil.make_archive(path, 'zip', path) + shutil.rmtree(path) + + class EmbeddingPipelineException(BlueGraphException): + """Pipeline exception class.""" + + pass + + class EmbeddingPipelineWarning(BlueGraphWarning): + """Pipeline warning class.""" + + pass diff --git a/bluegraph/downstream/similarity.py b/bluegraph/downstream/similarity.py index 24165206..ac977830 100644 --- a/bluegraph/downstream/similarity.py +++ b/bluegraph/downstream/similarity.py @@ -18,116 +18,310 @@ import pickle import faiss +import joblib import os import warnings +from abc import ABC, abstractmethod + +from sklearn.neighbors import BallTree, KDTree, DistanceMetric, VALID_METRICS + + from bluegraph.exceptions import BlueGraphException, BlueGraphWarning # This is to avoid a wierd Faiss segmentation fault (TODO: investigate) os.environ['KMP_DUPLICATE_LIB_OK'] = 'True' +VALID_METRICS["ball_tree"].append("poincare") -class SimilarityProcessor(object): - """Vector similarity processor. + +def poincare_distance(v1, v2): + """Compute Poincare distance between two vectors.""" + v1_norm = np.linalg.norm(v1) + v2_norm = np.linalg.norm(v2) + euclidean_distance = np.linalg.norm(v1 - v2) + value = 1 + 2 * ( + (euclidean_distance ** 2) / ((1 - v1_norm ** 2) * (1 - v2_norm ** 2)) + ) + return np.arccosh(value) + + +class SimilarityIndex(ABC): + """An interface for similarity indices. + + This class specifies an interface for vector similarity indices + that can be plugged into BlueGraph's SimilarityProcessor + """ + @abstractmethod + def add(self, vectors): + """Add new vectors to the index.""" + pass + + @abstractmethod + def search(self, vectors, k): + """Search for k nearest neighbors to the provided vectors.""" + pass + + @abstractmethod + def reconstruct(self, index): + """Get a vector by its integer index.""" + pass + + @staticmethod + @abstractmethod + def load_index(self, path): + """Load backend-specific similarity index object.""" + pass + + @staticmethod + @abstractmethod + def export_index(self, index, path): + """Dump backend-specific similarity index object.""" + pass + + def export(self, path, index_path): + """Dump index object.""" + index = self.index + self.index = None + try: + with open(path, "wb") as f: + pickle.dump(self, f) + self.export_index(index, index_path) + except Exception as e: + self.index = index + raise e + else: + self.index = index + + @staticmethod + def load(path, index_path): + """Load index object.""" + with open(path, "rb") as f: + obj = pickle.load(f) + obj.index = obj.load_index(index_path) + return obj + + class SimilarityWarning(BlueGraphWarning): + pass + + class TrainException(BlueGraphException): + pass + + class SimilarityException(BlueGraphException): + pass + + class IndexException(BlueGraphException): + pass + + class QueryException(BlueGraphException): + pass + + +class FaissSimilarityIndex(SimilarityIndex): + """Similarity index based of faiss indices. This class allows to build vector similarity indices using - Faiss. In wraps the indices (names or IDs) of the points, - vector space and similarity measure configs. It also allows - to segment the search space into Voronoi cells (see example: + Faiss. It allows to segment the search space into Voronoi + cells (see example: https://github.com/facebookresearch/faiss/wiki/Faster-search) allowing to speed up the search. """ - def __init__(self, dimension, similarity="euclidean", - initial_vectors=None, initial_index=None, - n_segments=1): + def __init__(self, dimension=None, similarity="euclidean", + initial_vectors=None, n_segments=1): + if similarity not in ["euclidean", "dot", "cosine"]: - raise SimilarityProcessor.SimilarityException( + raise SimilarityIndex.SimilarityException( f"Unknown similarity measure '{similarity}'") self.dimension = dimension self.similarity = similarity - self.n_segments = n_segments - self.index = pd.Index([]) + if similarity == "euclidean": + index = faiss.IndexFlatL2(dimension) + metric = faiss.METRIC_L2 + elif similarity in ["dot", "cosine"]: + index = faiss.IndexFlatIP(dimension) + metric = faiss.METRIC_INNER_PRODUCT + else: + raise SimilarityIndex.SimilarityException( + f"Similarity metric '{similarity}' is not " + "implemented for Faiss index") + + if n_segments > 1: + self.index = faiss.IndexIVFFlat( + index, dimension, n_segments, metric) - self._initialize_model(initial_vectors) + if initial_vectors is not None: + self._train(initial_vectors) + else: + self.index = index if initial_vectors is not None: - self.add(initial_vectors, initial_index) + self.add(initial_vectors) + + def _preprocess_vectors(self, vectors): + if isinstance(vectors, pd.Series): + vectors = np.array(vectors.to_list()) + else: + vectors = np.array(vectors) + vectors = vectors.astype(np.float32) + if self.similarity == "cosine": + faiss.normalize_L2(vectors) + return vectors + + def add(self, vectors): + vectors = self._preprocess_vectors(vectors) + if not self.index.is_trained: + warnings.warn( + "Faiss segmented index is not trained, training on " + "the provided vectors", + SimilarityIndex.SimilarityWarning) + self._train(vectors) + self.index.add(vectors) + + def search(self, vectors, k): + vectors = self._preprocess_vectors(vectors) + return self.index.search(vectors, int(k)) + + def reconstruct(self, index): + if index >= self.index.ntotal: + raise SimilarityIndex.SimilarityException( + f"Point index '{index}' is out of range") + return self.index.reconstruct(int(index)) + + def _train(self, vectors): + vectors = self._preprocess_vectors(vectors) + print(self.index) + self.index.train(vectors) + self.index.make_direct_map() + + @staticmethod + def load_index(path): + return faiss.read_index(path) + + @staticmethod + def export_index(index, path): + faiss.write_index(index, path) + + +class ScikitLearnSimilarityIndex(SimilarityIndex): + """Similarity index based of scikit-learn indices. + + This class allows to build vector similarity indices using + scikit-learn. It allows to use various distance metrics + with KDTrees and BallTrees. + """ + def __init__(self, dimension, similarity="euclidean", + initial_vectors=None, leaf_size=40, index_type="balltree"): + + if initial_vectors is None: + raise SimilarityIndex.SimilarityException( + "Initial vectors must be provied (scikit learn " + "indices are not updatable) ") + + self.dimension = dimension + self.similarity = similarity + + if index_type == "kdtree": + self.index = KDTree( + initial_vectors, leaf_size=leaf_size, metric=similarity) + elif index_type == "balltree": + if similarity == "poincare": + similarity = DistanceMetric.get_metric( + 'pyfunc', func=poincare_distance) + self.index = BallTree( + initial_vectors, leaf_size=leaf_size, metric=similarity) + + def add(self, vectors): + raise NotImplementedError( + "Scikit learn indices are not updatable") + + def search(self, vectors, k): + return self.index.query(vectors, k) + + def reconstruct(self, index): + vectors, _, _, _ = self.index.get_arrays() + if len(vectors) <= index: + raise SimilarityIndex.SimilarityException( + f"Point index '{index}' is out of range") + return vectors[index] + + @staticmethod + def load_index(path): + return joblib.load(path) + + @staticmethod + def export_index(index, path): + joblib.dump(index, path) + + +class SimilarityProcessor(object): + """Vector similarity processor. + + This class wraps the indices (names or IDs) of the points, + vector space and similarity measure configs. + """ + + def __init__(self, similarity_index, point_ids=None): + self.index = similarity_index + self.dimension = similarity_index.dimension + self.similarity = similarity_index.similarity + + if point_ids is None: + point_ids = pd.Index([]) + + self.point_ids = pd.Index(point_ids) def info(self): info = { "similarity": self.similarity, "dimension": self.dimension, - "segmented": True if self.n_segments and self.n_segments > 1 else False, + "index_type": type(self.index) } return info def export(self, object_path, index_path): - model = self._model - self._model = None - with open(object_path, "wb") as f: - pickle.dump(self, f) - faiss.write_index(model, index_path) - self._model = model + index_obj = self.index.index + self.index.index = None + try: + with open(object_path, "wb") as f: + pickle.dump(self, f) + self.index.export_index(index_obj, index_path) + except Exception as e: + self.index.index = index_obj + raise e + else: + self.index.index = index_obj @staticmethod def load(object_path, index_path): with open(object_path, "rb") as f: processor = pickle.load(f) - processor._model = faiss.read_index(index_path) + processor.index.index = processor.index.load_index( + index_path) return processor - def _preprocess_vectors(self, vectors): - if isinstance(vectors, pd.Series): - vectors = np.array(vectors.to_list()) - else: - vectors = np.array(vectors) - vectors = vectors.astype(np.float32) - if self.similarity == "cosine": - faiss.normalize_L2(vectors) - return vectors - - def _initialize_model(self, initial_vectors=None): - if self.similarity == "euclidean": - index = faiss.IndexFlatL2(self.dimension) - metric = faiss.METRIC_L2 - elif self.similarity in ["dot", "cosine"]: - index = faiss.IndexFlatIP(self.dimension) - metric = faiss.METRIC_INNER_PRODUCT - - if self.n_segments > 1: - model = faiss.IndexIVFFlat( - index, self.dimension, self.n_segments, metric) - - if initial_vectors is not None: - initial_vectors = self._preprocess_vectors(initial_vectors) - model.train(initial_vectors) - model.make_direct_map() - else: - model = index - self._model = model - - def get_vectors(self, existing_indices): + def get_vectors(self, existing_points): """Get vectors for passed point indices.""" - if self.index is not None: - int_indices = self.index.get_indexer(existing_indices) + if self.point_ids is not None: + int_point_indices = self.point_ids.get_indexer( + existing_points) x = [] - for i in int_indices: + for i in int_point_indices: if i == -1: x.append(None) else: try: - x.append(self._model.reconstruct(int(i))) + x.append(self.index.reconstruct(i)) except RuntimeError: x.append(None) return x - def query_existing(self, existing_indices, k=10): + def query_existing(self, existing_points, k=10): """Query existing points.""" - return self.query_new(self.get_vectors(existing_indices), k) + return self.query_new(self.get_vectors(existing_points), k) def query_new(self, vectors, k=10): """Query input vectors.""" @@ -142,8 +336,7 @@ def query_new(self, vectors, k=10): if non_empty_flag[i] is True ] if len(non_empty_vectors) > 0: - vectors = self._preprocess_vectors(non_empty_vectors) - distance, int_index = self._model.search(vectors, k) + distance, int_index = self.index.search(non_empty_vectors, k) else: distance = [] int_index = [] @@ -161,87 +354,71 @@ def query_new(self, vectors, k=10): all_indices.append(None) return all_distances, all_indices - def add(self, vectors, vector_indices=None): + def add(self, vectors, point_ids=None): """Add new points to the index.""" - vectors = self._preprocess_vectors(vectors) - if not self._model.is_trained: - warnings.warn( - "Similarity index is not trained, training on " - "the provided vectors", - SimilarityProcessor.SimilarityWarning) - - self._model.train(vectors) - self._model.make_direct_map() - if vector_indices is not None: - self.index = self.index.append(pd.Index(vector_indices)) - else: - if vector_indices is not None: - # Normalize to pandas index - vector_indices = pd.Index(vector_indices) - new_flag = [ - i not in self.index - for i in vector_indices - ] - existing_indices = vector_indices[[ - not f for f in new_flag]] - if len(existing_indices) > 0: - warnings.warn( - "Points {} already exist in the index, ".format( - existing_indices) + - "ignoring...", - SimilarityProcessor.SimilarityWarning) - - # Add non-existing vectors - vectors = vectors[new_flag] - new_indices = vector_indices[new_flag] - self.index = self.index.append(pd.Index(new_indices)) - self._model.add(vectors) - - def get_similar_points(self, vectors=None, vector_indices=None, - existing_indices=None, k=10, - add_to_index=False): + if point_ids is not None: + # Normalize to pandas index + point_ids = pd.Index(point_ids) + new_flag = [ + i not in self.point_ids + for i in point_ids + ] + existing_points = point_ids[[ + not f for f in new_flag]] + if len(existing_points) > 0: + warnings.warn( + "Points {} already exist in the index, ".format( + existing_points) + + "ignoring...", + SimilarityProcessor.SimilarityProcessorWarning) + + # Add non-existing vectors + vectors = np.array(vectors)[new_flag] + new_points = point_ids[new_flag] + self.point_ids = self.point_ids.append(pd.Index(new_points)) + self.index.add(vectors) + + def get_neighbors(self, vectors=None, point_ids=None, + existing_points=None, k=10, + add_to_index=False): """Get top N similar points.""" - if existing_indices is not None: - distance, int_index = self.query_existing(existing_indices, k) + vectors = np.array(vectors) + if existing_points is not None: + distance, int_index = self.query_existing(existing_points, k) elif vectors is not None: - vectors = self._preprocess_vectors(vectors) if vectors.shape[1] != self.dimension: raise SimilarityProcessor.QueryException( "Provided vector does not have a " f"right dimension ({self.dimension})") if add_to_index is True: - if vector_indices is None: + if point_ids is None: raise SimilarityProcessor.SimilarityException( "Parameter 'add_to_index' is set to True, " "'vector_indices' must be specified") - self.add(vectors, vector_indices) + self.add(vectors, point_ids) distance, int_index = self.query_new(vectors, k) + else: + raise ValueError("here") # Get indices - if self.index is not None: + if self.point_ids is not None: indices = [ - (self.index[[x for x in el if x != -1]] + (self.point_ids[[x for x in el if x != -1]] if el is not None else None) for el in int_index ] else: indices = int_index - return indices, distance + return distance, indices - class TrainException(BlueGraphException): + class SimilarityProcessorWarning(BlueGraphWarning): pass - class SimilarityException(BlueGraphException): - pass - - class SimilarityWarning(BlueGraphWarning): - pass - - class IndexException(BlueGraphException): + class QueryException(BlueGraphException): pass - class QueryException(BlueGraphException): + class SimilarityException(BlueGraphException): pass @@ -252,8 +429,15 @@ class NodeSimilarityProcessor(object): Faiss. In wraps the underlying graph object and the vector similarity processor and provides. """ + def __init__(self, pgframe, vector_property, + similarity="euclidean", index_configs=None): + """Initialize node similarity processor.""" + if index_configs is None: + index_configs = { + "backend": "faiss", + "n_segments": 1 + } - def __init__(self, pgframe, vector_property, similarity="euclidean"): self.graph = pgframe self.vector_property = vector_property self.similarity = similarity @@ -261,15 +445,36 @@ def __init__(self, pgframe, vector_property, similarity="euclidean"): vector_property).tolist() self.dimension = len(initial_vectors[0]) + if index_configs["backend"] == "faiss": + index = FaissSimilarityIndex( + self.dimension, + similarity=self.similarity, + n_segments=index_configs["n_segments"], + initial_vectors=initial_vectors) + elif index_configs["backend"] == "sklearn": + index = ScikitLearnSimilarityIndex( + self.dimension, + similarity=self.similarity, + leaf_size=( + index_configs["leaf_size"] + if "leaf_size" in index_configs else None + ), + index_type=( + index_configs["index_type"] + if "index_type" in index_configs else None + ), + initial_vectors=initial_vectors) + else: + raise BlueGraphException( + f"Unknown similarity backend `{index_configs['backend']}`, " + "available backends are `faiss` and `sklearn`") + self.processor = SimilarityProcessor( - dimension=self.dimension, - similarity=self.similarity, - initial_vectors=initial_vectors, - initial_index=self.graph.nodes()) - - def get_similar_nodes(self, input_nodes, k=10): - neighbors, dist = self.processor.get_similar_points( - existing_indices=input_nodes, k=k) + similarity_index=index, point_ids=self.graph.nodes()) + + def get_neighbors(self, input_nodes, k=10): + neighbors, dist = self.processor.get_neighbors( + existing_points=input_nodes, k=k) result = {} for i, ns in enumerate(neighbors): result[input_nodes[i]] = dict(zip(ns, dist[i])) @@ -282,7 +487,7 @@ def update_similarity_model(self): if node not in self.processor.index ] if len(new_nodes) > 0: - self.processor._add( + self.processor.add( vectors=self.graph.get_node_property_values( self.vector_property).loc[new_nodes].tolist(), vector_indices=new_nodes) diff --git a/docs/source/packages/bluegraph_backends_gensim.rst b/docs/source/packages/bluegraph_backends_gensim.rst new file mode 100644 index 00000000..bb0268fa --- /dev/null +++ b/docs/source/packages/bluegraph_backends_gensim.rst @@ -0,0 +1,15 @@ +.. _bluegraph_backends_gensim_ref: + +`gensim` package +-------------------- + +Reference page for the `bluegraph.backends.gensim` package. All the interfaces below are also available as `bluegraph.backends.gensim.` (for example, :code:`from bluegraph.backends.gensim import GensimNodeEmbedder`). + + + +Node embedding +^^^^^^^^^^^^^^ + +.. automodule:: bluegraph.backends.gensim.embed.embedders + :members: + diff --git a/docs/source/packages/bluegraph_backends_ref.rst b/docs/source/packages/bluegraph_backends_ref.rst index 81020c3f..f7088ba3 100644 --- a/docs/source/packages/bluegraph_backends_ref.rst +++ b/docs/source/packages/bluegraph_backends_ref.rst @@ -10,3 +10,4 @@ ../packages/bluegraph_backends_graph_tool ../packages/bluegraph_backends_neo4j ../packages/bluegraph_backends_stellargraph + ../packages/bluegraph_backends_gensim diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_58_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_58_0.png deleted file mode 100644 index 2838d168..00000000 Binary files a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_58_0.png and /dev/null differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_59_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_59_0.png deleted file mode 100644 index f3c52b92..00000000 Binary files a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_59_0.png and /dev/null differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_60_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_60_0.png index 65dd9a0e..4edab8ed 100644 Binary files a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_60_0.png and b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_60_0.png differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_61_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_61_0.png new file mode 100644 index 00000000..5740085f Binary files /dev/null and b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_61_0.png differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_62_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_62_0.png new file mode 100644 index 00000000..91b8cfe1 Binary files /dev/null and b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_62_0.png differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_85_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_85_0.png deleted file mode 100644 index e3442454..00000000 Binary files a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_85_0.png and /dev/null differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_86_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_86_0.png index 7ccb7348..6f0ff126 100644 Binary files a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_86_0.png and b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_86_0.png differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_87_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_87_0.png index ba06853d..fd8d745e 100644 Binary files a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_87_0.png and b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_87_0.png differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_88_0.png b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_88_0.png new file mode 100644 index 00000000..b2f8c9b1 Binary files /dev/null and b/docs/source/tutorials/bluegraph_tutorials/embedding_plots/output_88_0.png differ diff --git a/docs/source/tutorials/bluegraph_tutorials/embedding_tutorial.rst b/docs/source/tutorials/bluegraph_tutorials/embedding_tutorial.rst index 136d56c4..aedc0315 100644 --- a/docs/source/tutorials/bluegraph_tutorials/embedding_tutorial.rst +++ b/docs/source/tutorials/bluegraph_tutorials/embedding_tutorial.rst @@ -6,14 +6,19 @@ Embedding and downstream tasks tutorial This tutorial illustrates an example of a co-occurrence graph and guides the user through the graph representation learning and all it's downstream tasks including node similarity queries, node classification, edge prediction and embedding pipeline building. The source notebook can be found `here `_. + + .. code:: ipython3 import pandas as pd import numpy as np from sklearn import model_selection + from sklearn import mixture from sklearn.svm import LinearSVC - + +.. code:: ipython3 + from bluegraph.core import PandasPGFrame from bluegraph.preprocess.generators import CooccurrenceGenerator from bluegraph.preprocess.encoders import ScikitLearnPGEncoder @@ -22,7 +27,9 @@ This tutorial illustrates an example of a co-occurrence graph and guides the use from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder from bluegraph.downstream import EmbeddingPipeline, transform_to_2d, plot_2d, get_classification_scores - from bluegraph.downstream.similarity import (SimilarityProcessor, NodeSimilarityProcessor) + from bluegraph.downstream.similarity import (FaissSimilarityIndex, + SimilarityProcessor, + NodeSimilarityProcessor) from bluegraph.downstream.node_classification import NodeClassifier from bluegraph.downstream.link_prediction import (generate_negative_edges, EdgePredictor) @@ -317,7 +324,7 @@ We first create a graph whose nodes are entities Entity PROTEIN Lithostathine-1-alpha (166 aa, ~19 kDa) is enc... - {1, 2, 3, 18178, 195589, 104454, 88967, 104455... + {1, 2, 3, 195589, 104454, 104455, 104456, 5120... pulmonary @@ -453,7 +460,7 @@ total number of paragraphs where the entity was mentioned. Entity PROTEIN Lithostathine-1-alpha (166 aa, ~19 kDa) is enc... - {1, 2, 3, 18178, 195589, 104454, 88967, 104455... + {1, 2, 3, 195589, 104454, 104455, 104456, 5120... 80 @@ -550,25 +557,6 @@ most frequent entities. nodes_to_include = graph._nodes.nlargest(1000, "frequency").index -.. code:: ipython3 - - nodes_to_include - - - - -.. parsed-literal:: - - Index(['covid-19', 'blood', 'human', 'infectious disorder', 'heart', - 'diabetes mellitus', 'lung', 'sars-cov-2', 'mouse', 'pulmonary', - ... - 'wheezing', 'chief complaint', 'azathioprine', 'ileum', 'hematology', - 'nonalcoholic steatohepatitis', 'nervous system disorder', - 'renal impairment', 'urticaria', 'rectum'], - dtype='object', name='@id', length=1000) - - - The ``CooccurrenceGenerator`` class allows us to generate co-occurrence edges from overlaps in node property values or edge (or edge properties). In this case we consider the ``paragraph`` node property @@ -589,9 +577,8 @@ co-occurrence frequency and normalized pointwise mutual information .. parsed-literal:: - Examining 499500 pairs of terms for co-occurrence... - CPU times: user 8.08 s, sys: 2.39 s, total: 10.5 s - Wall time: 1min 29s + CPU times: user 13.9 s, sys: 3.65 s, total: 17.6 s + Wall time: 1min 44s .. code:: ipython3 @@ -654,7 +641,7 @@ We add generated edges to the original graph surfactant protein d measurement microorganism - {2, 3, 7810, 58, 41, 7754, 7850, 26218, 7853, ... + {2, 3, 7810, 17, 19, 21, 100502, 26, 41, 7850,... 19 0.235263 @@ -690,36 +677,35 @@ We add generated edges to the original graph ... - severe acute respiratory syndrome - caax prenyl protease 2 - {205345, 185829, 227486, 220124, 220126} - 5 - 0.142611 + sars-cov-2 + cardiac valve injury + {196614, 207366, 186391, 190497, 196641, 18947... + 123 + 0.213579 - transmembrane protease serine 2 - {223746, 223747, 167301, 223752, 200971, 22375... - 21 - 0.238160 + chloroquine + {168961, 202755, 203276, 202765, 217102, 19868... + 195 + 0.290027 - ciliated bronchial epithelial cell - cystic fibrosis pulmonary exacerbation - {46779} - 1 - 0.088963 + severe acute respiratory syndrome + {215556, 182277, 221190, 221191, 200710, 22119... + 211 + 0.241288 caax prenyl protease 2 - {215748, 220047} - 2 - 0.151639 + {226304, 208386, 215559, 209415, 208397, 21556... + 150 + 0.343314 transmembrane protease serine 2 - {167360, 167358, 167301, 214566, 214567, 16138... - 14 - 0.305697 + {192518, 200748, 200756, 204855, 188475, 19873... + 380 + 0.420739 @@ -732,6 +718,11 @@ Recall that we have generated edges only for the 1000 most frequent entities, the rest of the entities will be isolated (having no incident edges). Let us remove all the isolated nodes. +.. code:: ipython3 + + graph.remove_node_properties("paragraphs") + graph.remove_edge_properties("common_factors") + .. code:: ipython3 graph.remove_isolated_nodes() @@ -779,8 +770,8 @@ model. .. parsed-literal:: - CPU times: user 763 ms, sys: 16.5 ms, total: 780 ms - Wall time: 781 ms + CPU times: user 959 ms, sys: 26.4 ms, total: 986 ms + Wall time: 1.02 s We can have a glance at the vocabulary that the encoder constructed for @@ -788,7 +779,7 @@ the ‘definition’ property .. code:: ipython3 - vocabulary = encoder._node_encoders["definition"].vocabulary_ + vocabulary = encoder._node_encoders["definition"].model.vocabulary_ list(vocabulary.keys())[:10] @@ -1009,23 +1000,23 @@ The ``fit_model`` method produces a dataframe of the following shape pulmonary - [-0.0267185028642416, 0.12179452925920486, 0.3... + [0.13196799159049988, -0.23611457645893097, 0.... host - [0.29223915934562683, -0.03492278978228569, -0... + [-0.6323956847190857, 0.36397579312324524, -0.... surfactant protein d measurement - [0.22007207572460175, -0.10403415560722351, 0.... + [-0.5495556592941284, 0.14938104152679443, 0.0... microorganism - [0.44575220346450806, 0.23855045437812805, 0.0... + [-0.4700668454170227, 0.5236756801605225, 0.14... lung - [0.14752529561519623, -0.012554896995425224, 0... + [-0.2819957435131073, 0.08759381622076035, 0.0... ... @@ -1033,23 +1024,23 @@ The ``fit_model`` method produces a dataframe of the following shape candida parapsilosis - [0.24093332886695862, 0.26452910900115967, 0.2... + [-0.18134233355522156, 0.14365115761756897, 0.... ciliated bronchial epithelial cell - [0.34408074617385864, -0.10590770095586777, -0... + [-0.6209977865219116, 0.2375614047050476, 0.00... cystic fibrosis pulmonary exacerbation - [0.1874609738588333, 0.10671538859605789, 0.15... + [-0.1944447010755539, 0.06318975239992142, 0.1... caax prenyl protease 2 - [0.12152642756700516, -0.1140185073018074, 0.0... + [-0.2207261174917221, -0.071625716984272, 0.11... transmembrane protease serine 2 - [0.24554236233234406, -0.15642617642879486, -0... + [-0.40691250562667847, 0.07031852006912231, 0.... @@ -1126,45 +1117,45 @@ properties of our graph. [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... Entity ORGAN - [-0.0267185028642416, 0.12179452925920486, 0.3... - [0.05733078718185425, 0.01203194260597229, 0.0... - [0.0, 0.023581763729453087, 0.0039869388565421... + [0.13196799159049988, -0.23611457645893097, 0.... + [0.034921467304229736, 0.016040265560150146, 0... + [0.01300269179046154, 0.0, 0.03357855603098869... host [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... Entity ORGANISM - [0.29223915934562683, -0.03492278978228569, -0... - [0.11861100792884827, 0.03717246651649475, 0.0... - [0.014181436970829964, 0.02308788150548935, 0.... + [-0.6323956847190857, 0.36397579312324524, -0.... + [0.07983770966529846, 0.02787071466445923, 0.0... + [0.0, 0.0, 0.028662730008363724, 0.00578320631... surfactant protein d measurement [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... Entity PROTEIN - [0.22007207572460175, -0.10403415560722351, 0.... - [0.022555828094482422, 0.012120962142944336, 0... - [0.014378657564520836, 0.018117913976311684, 0... + [-0.5495556592941284, 0.14938104152679443, 0.0... + [0.026128143072128296, 0.030555397272109985, 0... + [0.0, 0.0, 0.02776358649134636, 0.005184333305... microorganism [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... Entity ORGANISM - [0.44575220346450806, 0.23855045437812805, 0.0... - [0.2857934236526489, 0.06738367676734924, 0.04... - [0.0, 0.03591851517558098, 0.01817336678504944... + [-0.4700668454170227, 0.5236756801605225, 0.14... + [0.2282787561416626, 0.05689656734466553, 0.07... + [0.0, 0.0, 0.04060275852680206, 0.0, 0.0, 0.05... lung [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... Entity ORGAN - [0.14752529561519623, -0.012554896995425224, 0... - [0.03261128067970276, 0.013175904750823975, 0.... - [0.0, 0.02394128404557705, 0.00096351653337478... + [-0.2819957435131073, 0.08759381622076035, 0.0... + [0.01818174123764038, 0.014254063367843628, 0.... + [0.0, 0.0, 0.03078138828277588, 0.008552972227... ... @@ -1180,45 +1171,45 @@ properties of our graph. [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... Entity ORGANISM - [0.24093332886695862, 0.26452910900115967, 0.2... - [0.5700308084487915, 0.10381141304969788, 0.04... - [0.0, 0.0287627000361681, 0.011954414658248425... + [-0.18134233355522156, 0.14365115761756897, 0.... + [0.373728483915329, 0.05336388945579529, 0.090... + [0.0, 0.0, 0.02676139771938324, 0.0, 0.0, 0.03... ciliated bronchial epithelial cell [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... Entity CELL_TYPE - [0.34408074617385864, -0.10590770095586777, -0... - [0.04814663529396057, 0.007427006959915161, 0.... - [0.015862038359045982, 0.021181784570217133, 0... + [-0.6209977865219116, 0.2375614047050476, 0.00... + [0.03760749101638794, 0.00703778862953186, 0.0... + [0.0, 0.0, 0.032069120556116104, 0.00537745608... cystic fibrosis pulmonary exacerbation [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... Entity DISEASE - [0.1874609738588333, 0.10671538859605789, 0.15... - [0.17152228951454163, 0.06249934434890747, 0.0... - [0.0, 0.021716605871915817, 0.0115924431011080... + [-0.1944447010755539, 0.06318975239992142, 0.1... + [0.10799965262413025, 0.07695361971855164, 0.0... + [0.0, 0.0, 0.031117763370275497, 0.0, 0.0, 0.0... caax prenyl protease 2 [0.0, 0.0, 0.3198444339599345, 0.0, 0.0, 0.0, ... Entity PROTEIN - [0.12152642756700516, -0.1140185073018074, 0.0... - [0.005792677402496338, 0.00861203670501709, 0.... - [0.0, 0.022432465106248856, 0.0, 0.01220933441... + [-0.2207261174917221, -0.071625716984272, 0.11... + [0.006837755441665649, 0.01296880841255188, 0.... + [0.010648305527865887, 0.0, 0.0312722884118557... transmembrane protease serine 2 [0.0, 0.0, 0.2853086240289885, 0.0, 0.0, 0.0, ... Entity PROTEIN - [0.24554236233234406, -0.15642617642879486, -0... - [0.0036212801933288574, 0.01460447907447815, 0... - [0.004629091359674931, 0.02167048677802086, 0.... + [-0.40691250562667847, 0.07031852006912231, 0.... + [0.00615808367729187, 0.02638322114944458, 0.0... + [0.0, 0.0, 0.03197368606925011, 0.010241100564... @@ -1255,7 +1246,7 @@ We can now plot these 2D vectors using the ``plot_2d`` util provided by -.. image:: embedding_plots/output_58_0.png +.. image:: embedding_plots/output_60_0.png .. code:: ipython3 @@ -1264,7 +1255,7 @@ We can now plot these 2D vectors using the ``plot_2d`` util provided by -.. image:: embedding_plots/output_59_0.png +.. image:: embedding_plots/output_61_0.png .. code:: ipython3 @@ -1273,7 +1264,7 @@ We can now plot these 2D vectors using the ``plot_2d`` util provided by -.. image:: embedding_plots/output_60_0.png +.. image:: embedding_plots/output_62_0.png Node similarity @@ -1294,65 +1285,65 @@ top 10 most similar nodes to the terms ``glucose`` and ``covid-19``. .. code:: ipython3 - node2vec_l2.get_similar_nodes(["glucose", "covid-19"], k=10) + node2vec_l2.get_neighbors(["glucose", "covid-19"], k=10) .. parsed-literal:: - {'glucose': {'glucose': 0.0, - 'diabetic nephropathy': 0.022807017, - 'glyburide': 0.033994067, - 'organic phosphate': 0.04709367, - 'nonalcoholic fatty liver disease': 0.04723443, - 'high density lipoprotein': 0.04861709, - 'corticoliberin': 0.04927961, - 'alanine': 0.05068703, - 'nonalcoholic steatohepatitis': 0.058482233, - 'anion gap measurement': 0.06444341}, - 'covid-19': {'covid-19': 0.0, - 'coronavirus': 0.03517927, - 'fatal': 0.04741274, - 'gas exchanger device': 0.051472366, - 'ace inhibitor': 0.08773716, - 'angiotensin ii receptor antagonist': 0.089843504, - 'chronic disease': 0.10653562, - 'person': 0.10949335, - 'caspase-5': 0.12055046, - 'acute respiratory distress syndrome': 0.12273884}} + {'glucose': {0.0: 'glucose', + 0.016042586: 'diabetic nephropathy', + 0.020855632: 'nonalcoholic fatty liver disease', + 0.020919867: 'hyperglycemia', + 0.027952814: 'metabolic syndrome', + 0.04255097: 'visceral', + 0.049424335: 'obesity', + 0.05932623: 'citrate', + 0.061201043: 'tissue factor', + 0.06682069: 'liver and intrahepatic bile duct disorder'}, + 'covid-19': {0.0: 'covid-19', + 0.023866901: 'fatal', + 0.049039844: 'procalcitonin measurement', + 0.05976087: 'acute respiratory distress syndrome', + 0.08363058: 'neuromuscular', + 0.08448325: 'sterile', + 0.084664375: 'hydroxychloroquine', + 0.103314176: 'tidal volume', + 0.10976424: 'caspase-5', + 0.11111233: 'status epilepticus'}} .. code:: ipython3 - node2vec_cosine.get_similar_nodes(["glucose", "covid-19"], k=10) + node2vec_cosine.get_neighbors(["glucose", "covid-19"], k=10) .. parsed-literal:: - {'glucose': {'glucose': 1.0, - 'diabetic nephropathy': 0.9966209, - 'glyburide': 0.9932219, - 'high density lipoprotein': 0.9918676, - 'organic phosphate': 0.99136525, - 'renin': 0.99125046, - 'nonalcoholic fatty liver disease': 0.99047256, - 'corticoliberin': 0.9900597, - 'alanine': 0.99005544, - 'glucose tolerance test': 0.9895024}, - 'covid-19': {'covid-19': 1.0, - 'coronavirus': 0.9931073, - 'gas exchanger device': 0.9905698, - 'fatal': 0.98960567, - 'angiotensin ii receptor antagonist': 0.98190624, - 'ace inhibitor': 0.9806813, - 'acute respiratory distress syndrome': 0.97907054, - 'chronic disease': 0.9772134, - 'brain natriuretic peptide measurement': 0.97601354, - 'n-terminal fragment brain natriuretic protein': 0.9759254}} + {'glucose': {0.99999994: 'glucose', + 0.99718344: 'diabetic nephropathy', + 0.9968226: 'hyperglycemia', + 0.9958539: 'nonalcoholic fatty liver disease', + 0.9947761: 'metabolic syndrome', + 0.99151814: 'visceral', + 0.991088: 'respiration', + 0.9901221: 'obesity', + 0.9887427: 'liver and intrahepatic bile duct disorder', + 0.9885775: 'citrate'}, + 'covid-19': {1.0: 'covid-19', + 0.99730766: 'fatal', + 0.9942852: 'procalcitonin measurement', + 0.9897085: 'acute respiratory distress syndrome', + 0.98890024: 'chronic obstructive pulmonary disease', + 0.9888062: 'sterile', + 0.98763454: 'neuromuscular', + 0.98537326: 'hydroxychloroquine', + 0.98534656: 'lopinavir/ritonavir', + 0.98470575: 'pulmonary'}} @@ -1364,65 +1355,65 @@ top 10 most similar nodes to the terms ``glucose`` and ``covid-19``. .. code:: ipython3 - attri2vec_l2.get_similar_nodes(["glucose", "covid-19"], k=10) + attri2vec_l2.get_neighbors(["glucose", "covid-19"], k=10) .. parsed-literal:: - {'glucose': {'glucose': 0.0, - 'serine protease': 0.011853555, - 'pelvis': 0.013240928, - 'undifferentiated pleomorphic sarcoma, inflammatory variant': 0.013882367, - 'axon': 0.015395222, - 'digestion': 0.016053673, - 'blood clot': 0.016593607, - 'autosome': 0.016648712, - 'placenta': 0.016690642, - 'small intestine': 0.016924005}, - 'covid-19': {'covid-19': 0.0, - 'chronic obstructive pulmonary disease': 0.00027665, - 'pulmonary edema': 0.00048476088, - 'inflammatory disorder': 0.00053259253, - 'h1n1 influenza': 0.00065496314, - 'liver failure': 0.00070417905, - 'pleural effusion': 0.0007130121, - 'dopamine': 0.0007325809, - 'autoimmune disease': 0.0007502788, - 'cystic fibrosis': 0.00075345597}} + {'glucose': {0.0: 'glucose', + 0.0071316347: 'digestion', + 0.00823471: 'hepatocellular', + 0.0091231465: 'adipose tissue', + 0.010375342: 'axon', + 0.010453261: 'hemoglobin', + 0.010671802: 'bile', + 0.0106950635: 'vitamin', + 0.011250288: 'tissue', + 0.011955512: 'small intestine'}, + 'covid-19': {0.0: 'covid-19', + 0.00061282323: 'chronic obstructive pulmonary disease', + 0.0009526084: 'vasculitis', + 0.0009802075: 'pulmonary edema', + 0.0010977304: 'liver failure', + 0.0011182561: 'inflammatory disorder', + 0.0011229385: 'parenteral', + 0.0012357396: 'osteoporosis', + 0.001249002: 'h1n1 influenza', + 0.0012659363: 'morphine'}} .. code:: ipython3 - attri2vec_cosine.get_similar_nodes(["glucose", "covid-19"], k=10) + attri2vec_cosine.get_neighbors(["glucose", "covid-19"], k=10) .. parsed-literal:: - {'glucose': {'glucose': 1.0, - 'electrolytes': 0.9751882, - 'hemoglobin': 0.9746613, - 'creatine': 0.97402763, - 'serine protease': 0.9737351, - 'degradation': 0.9723628, - 'stress': 0.9708574, - 'ferritin': 0.9695964, - 'dehydration': 0.9695911, - 'pelvis': 0.96943915}, - 'covid-19': {'covid-19': 1.0, - 'middle east respiratory syndrome': 0.9899076, - 'chronic obstructive pulmonary disease': 0.97712785, - 'septicemia': 0.9737382, - 'pulmonary tuberculosis': 0.97295624, - 'childhood-onset systemic lupus erythematosus': 0.9722101, - 'viral respiratory tract infection': 0.9720638, - 'severe acute respiratory syndrome': 0.9713605, - 'delirium': 0.96736157, - 'propofol': 0.96604985}} + {'glucose': {1.0: 'glucose', + 0.9778094: 'digestion', + 0.97610795: 'degradation', + 0.97395945: 'creatine', + 0.9727266: 'hepatocellular', + 0.9708393: 'adipose tissue', + 0.9704221: 'vitamin', + 0.9702778: 'astrocyte', + 0.9700098: 'hematopoietic stem cell', + 0.9698795: 'lymph node'}, + 'covid-19': {1.0: 'covid-19', + 0.97816277: 'severe acute respiratory syndrome', + 0.9777578: 'middle east respiratory syndrome', + 0.9767103: 'respiratory failure', + 0.97613215: 'childhood-onset systemic lupus erythematosus', + 0.97379327: 'h1n1 influenza', + 0.9727: 'dengue fever', + 0.9719033: 'chronic obstructive pulmonary disease', + 0.97159684: 'arthritis', + 0.9704671: 'delirium'}} @@ -1434,65 +1425,65 @@ top 10 most similar nodes to the terms ``glucose`` and ``covid-19``. .. code:: ipython3 - gcn_l2.get_similar_nodes(["glucose", "covid-19"], k=10) + gcn_l2.get_neighbors(["glucose", "covid-19"], k=10) .. parsed-literal:: - {'glucose': {'glucose': 0.0, - 'glucose tolerance test': 0.0027770519, - 'insulin': 0.0031083203, - 'triglycerides': 0.0033685833, - 'high density lipoprotein': 0.0035548043, - 'cholesterol': 0.005037848, - 'organic phosphate': 0.0052323933, - 'uric acid': 0.005298337, - 'preeclampsia': 0.005724673, - 'fetus': 0.005797167}, - 'covid-19': {'covid-19': 0.0, - 'coronavirus': 0.0006752984, - 'fatal': 0.0018509441, - 'acute respiratory distress syndrome': 0.0023226053, - 'severe acute respiratory syndrome': 0.0042806137, - 'myocarditis': 0.0045585167, - 'angiotensin ii receptor antagonist': 0.0046461723, - 'sars-cov-2': 0.004926972, - 'middle east respiratory syndrome': 0.0050644292, - 'cardiac valve injury': 0.005253168}} + {'glucose': {0.0: 'glucose', + 0.0030039286: 'glucose tolerance test', + 0.0034940867: 'triglycerides', + 0.003617311: 'insulin', + 0.0036187829: 'high density lipoprotein', + 0.004899253: 'cholesterol', + 0.0056207227: 'organic phosphate', + 0.0057664528: 'uric acid', + 0.0058270395: 'fetus', + 0.006129055: 'diabetic nephropathy'}, + 'covid-19': {0.0: 'covid-19', + 0.0009082245: 'coronavirus', + 0.002618216: 'fatal', + 0.0026699416: 'acute respiratory distress syndrome', + 0.0042233844: 'sars-cov-2', + 0.004636312: 'severe acute respiratory syndrome', + 0.004916654: 'middle east respiratory syndrome', + 0.005095474: 'myocarditis', + 0.0056914845: 'angiotensin ii receptor antagonist', + 0.0057702293: 'cardiac valve injury'}} .. code:: ipython3 - gcn_cosine.get_similar_nodes(["glucose", "covid-19"], k=10) + gcn_cosine.get_neighbors(["glucose", "covid-19"], k=10) .. parsed-literal:: - {'glucose': {'glucose': 1.0, - 'triglycerides': 0.9800253, - 'insulin': 0.97935605, - 'cholesterol': 0.97785485, - 'glucose tolerance test': 0.97757936, - 'high density lipoprotein': 0.9747925, - 'low density lipoprotein': 0.97083735, - 'plasma': 0.96803534, - 'atherosclerosis': 0.9662866, - 'septin-4': 0.9633577}, - 'covid-19': {'covid-19': 1.0, - 'coronavirus': 0.99664533, - 'fatal': 0.99134463, - 'acute respiratory distress syndrome': 0.9889315, - 'angiotensin ii receptor antagonist': 0.9799968, - 'severe acute respiratory syndrome': 0.9796317, - 'myocarditis': 0.9776465, - 'sars-cov-2': 0.9761453, - 'middle east respiratory syndrome': 0.9748552, - 'cardiac valve injury': 0.97404176}} + {'glucose': {1.0000001: 'glucose', + 0.98359084: 'triglycerides', + 0.9822164: 'cholesterol', + 0.981979: 'insulin', + 0.98167336: 'glucose tolerance test', + 0.979028: 'high density lipoprotein', + 0.9727696: 'low density lipoprotein', + 0.9723866: 'plasma', + 0.97019887: 'skeletal muscle tissue', + 0.9700538: 'atherosclerosis'}, + 'covid-19': {0.99999994: 'covid-19', + 0.99609506: 'coronavirus', + 0.9897146: 'fatal', + 0.98897403: 'acute respiratory distress syndrome', + 0.98260605: 'sars-cov-2', + 0.980789: 'severe acute respiratory syndrome', + 0.9791904: 'middle east respiratory syndrome', + 0.97802055: 'myocarditis', + 0.97669864: 'angiotensin ii receptor antagonist', + 0.9753277: 'sars coronavirus'}} @@ -1507,10 +1498,6 @@ In this example we will use the ``BayesianGaussianMixture`` model provided by the scikit-learn to cluster the nodes according to different embeddings into 5 clusters. -.. code:: ipython3 - - from sklearn import mixture - .. code:: ipython3 N = 5 @@ -1550,11 +1537,21 @@ Below we inspect the most frequent cluster members. .. parsed-literal:: - #0: lung, liver, survival, virus, brain, glucose, cancer, plasma, angiotensin-converting enzyme 2, vascular - #1: blood, heart, pulmonary, death, renal, hypertension, oral cavity, fever, injury, oxygen - #2: infectious disorder, bacteria, antibiotic, pneumonia, escherichia coli, staphylococcus aureus, pathogen, klebsiella pneumoniae, microorganism, mucoid pseudomonas aeruginosa - #3: covid-19, diabetes mellitus, sars-cov-2, kidney, serum, cardiovascular system, dog, person, septicemia, obesity - #4: human, mouse, inflammation, animal, cytokine, interleukin-6, dna, tissue, antibody, proliferation + #0: blood, heart, pulmonary, death, renal, hypertension, cardiovascular system, septicemia, oral cavity, fever + #1: lung, survival, cancer, organ, plasma, angiotensin-converting enzyme 2, vascular, insulin, neutrophil, antibody + #2: bacteria, antibiotic, pneumonia, escherichia coli, staphylococcus aureus, pathogen, klebsiella pneumoniae, microorganism, mucoid pseudomonas aeruginosa, organism + #3: human, mouse, inflammation, animal, cytokine, interleukin-6, neoplasm, dna, tissue, proliferation + #4: covid-19, infectious disorder, diabetes mellitus, sars-cov-2, liver, virus, brain, glucose, kidney, serum + + +.. parsed-literal:: + + /Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/pandas/core/indexing.py:1667: SettingWithCopyWarning: + A value is trying to be set on a copy of a slice from a DataFrame. + Try using .loc[row_indexer,col_indexer] = value instead + + See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy + self.obj[key] = value .. code:: ipython3 @@ -1564,11 +1561,11 @@ Below we inspect the most frequent cluster members. .. parsed-literal:: - #0: infectious disorder, heart, diabetes mellitus, lung, sars-cov-2, mouse, pulmonary, bacteria, liver, virus - #1: death, person, proliferation, molecule, lower, failure, intestinal, transfer, organism, seizure - #2: dog, cat, water, depression, horse, anxiety, nasal, subarachnoid hemorrhage, proximal, brother - #3: human, renal, survival, brain, hypertension, oral cavity, injury, oxygen, airway, neutrophil - #4: covid-19, blood, inflammation, antibiotic, cytokine, organ, sars coronavirus, pneumonia, cystic fibrosis, staphylococcus aureus + #0: antibiotic, escherichia coli, staphylococcus aureus, klebsiella pneumoniae, mucoid pseudomonas aeruginosa, vancomycin, pseudomonas aeruginosa, ciprofloxacin, community-acquired pneumonia, staphylococcus + #1: human, renal, survival, brain, hypertension, obesity, respiratory system, oral cavity, injury, oxygen + #2: death, person, proliferation, molecule, lower, failure, intestinal, transfer, organism, sterile + #3: dog, cat, water, depression, horse, anxiety, nasal, subarachnoid hemorrhage, proximal, brother + #4: covid-19, blood, infectious disorder, heart, diabetes mellitus, lung, sars-cov-2, mouse, pulmonary, bacteria .. code:: ipython3 @@ -1579,10 +1576,10 @@ Below we inspect the most frequent cluster members. .. parsed-literal:: #0: lung, sars-cov-2, liver, survival, virus, brain, glucose, kidney, cancer, serum - #1: infectious disorder, respiratory system, oral cavity, pneumonia, skin, fever, cystic fibrosis, urine, human immunodeficiency virus, influenza - #2: human, mouse, inflammation, animal, cytokine, plasma, interleukin-6, neoplasm, dna, neutrophil - #3: covid-19, blood, heart, diabetes mellitus, pulmonary, death, renal, hypertension, cardiovascular system, dog - #4: bacteria, antibiotic, escherichia coli, staphylococcus aureus, pathogen, klebsiella pneumoniae, microorganism, mucoid pseudomonas aeruginosa, organism, sputum + #1: covid-19, blood, heart, diabetes mellitus, pulmonary, death, renal, hypertension, cardiovascular system, dog + #2: bacteria, antibiotic, escherichia coli, staphylococcus aureus, pathogen, klebsiella pneumoniae, microorganism, mucoid pseudomonas aeruginosa, organism, sputum + #3: infectious disorder, respiratory system, oral cavity, pneumonia, skin, fever, cystic fibrosis, urine, human immunodeficiency virus, influenza + #4: human, mouse, inflammation, animal, cytokine, plasma, interleukin-6, insulin, neoplasm, dna We can also use the previously ``plot_2d`` util and color our 2D nore @@ -1594,7 +1591,7 @@ representation according to the clusters they belong to. -.. image:: embedding_plots/output_85_0.png +.. image:: embedding_plots/output_86_0.png .. code:: ipython3 @@ -1603,7 +1600,7 @@ representation according to the clusters they belong to. -.. image:: embedding_plots/output_86_0.png +.. image:: embedding_plots/output_87_0.png .. code:: ipython3 @@ -1612,7 +1609,7 @@ representation according to the clusters they belong to. -.. image:: embedding_plots/output_87_0.png +.. image:: embedding_plots/output_88_0.png Node classification @@ -1657,6 +1654,13 @@ models. As the base model we will use the linear SVM classifier attri2vec_classifier.fit(transformed_graph, train_elements=train_nodes, label_prop="entity_type") attri2vec_pred = attri2vec_classifier.predict(transformed_graph, predict_elements=test_nodes) + +.. parsed-literal:: + + /Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/sklearn/svm/_base.py:986: ConvergenceWarning: Liblinear failed to converge, increase the number of iterations. + "the number of iterations.", ConvergenceWarning) + + .. code:: ipython3 gcn_dgi_classifier = NodeClassifier(LinearSVC(), feature_vector_prop="gcn_dgi") @@ -1679,11 +1683,11 @@ we have produced. .. parsed-literal:: - {'accuracy': 0.635, - 'precision': 0.635, - 'recall': 0.635, - 'f1_score': 0.635, - 'roc_auc_score': 0.8083029132187587} + {'accuracy': 0.59, + 'precision': 0.59, + 'recall': 0.59, + 'f1_score': 0.59, + 'roc_auc_score': 0.7847725250984877} @@ -1696,11 +1700,11 @@ we have produced. .. parsed-literal:: - {'accuracy': 0.485, - 'precision': 0.485, - 'recall': 0.485, - 'f1_score': 0.485, - 'roc_auc_score': 0.7481056821008721} + {'accuracy': 0.36, + 'precision': 0.36, + 'recall': 0.36, + 'f1_score': 0.36, + 'roc_auc_score': 0.6786980556614562} @@ -1713,11 +1717,11 @@ we have produced. .. parsed-literal:: - {'accuracy': 0.465, - 'precision': 0.465, - 'recall': 0.465, - 'f1_score': 0.465, - 'roc_auc_score': 0.730884244585123} + {'accuracy': 0.46, + 'precision': 0.46, + 'recall': 0.46, + 'f1_score': 0.46, + 'roc_auc_score': 0.7230397763375269} @@ -1730,11 +1734,11 @@ we have produced. .. parsed-literal:: - {'accuracy': 0.475, - 'precision': 0.475, - 'recall': 0.475, - 'f1_score': 0.47500000000000003, - 'roc_auc_score': 0.7375557514371716} + {'accuracy': 0.33, + 'precision': 0.33, + 'recall': 0.33, + 'f1_score': 0.33, + 'roc_auc_score': 0.6585176007116533} @@ -1801,7 +1805,7 @@ Let us have a look at the obtained scores. 'precision': 0.7333526166814736, 'recall': 0.7333526166814736, 'f1_score': 0.7333526166814736, - 'roc_auc_score': 0.6385106459699332} + 'roc_auc_score': 0.6407728790685658} @@ -1848,7 +1852,9 @@ models). attri2vec_pipeline = EmbeddingPipeline( preprocessor=definition_encoder, embedder=attri2vec_embedder, - similarity_processor=SimilarityProcessor(similarity="cosine", dimension=D)) + similarity_processor=SimilarityProcessor( + FaissSimilarityIndex( + similarity="cosine", dimension=D))) We run the fitting process, which given the input data: 1. fits the encoder 2. transforms the data 3. fits the embedder 4. produces the @@ -1873,11 +1879,6 @@ How we can save our pipeline to the file system. compress=True) -.. parsed-literal:: - - INFO:tensorflow:Assets written to: ../data/attri2vec_test_model/embedder/model/assets - - And we can load the pipeline back into memory: .. code:: ipython3 @@ -1900,37 +1901,286 @@ similar nodes for the input nodes. .. parsed-literal:: - [[0.03959071636199951, - 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0.09037397056818008, + 0.07773328572511673, + 0.09250291436910629, + 0.09562606364488602, + 0.07948072999715805, + 0.08507171273231506, + 0.08046958595514297, + 0.08189624547958374, + 0.07476285845041275, + 0.10559207946062088, + 0.10403718799352646]] + + + +.. code:: ipython3 + + a = pipeline.retrieve_embeddings(["covid-19", "glucose"]) + +.. code:: ipython3 + + pipeline.get_neighbors(existing_points=["covid-19", "glucose"], k=5) .. parsed-literal:: - ([Index(['covid-19', 'dyspnea', 'severe acute respiratory syndrome', - 'childhood-onset systemic lupus erythematosus', - 'middle east respiratory syndrome'], + ([array([1.0000001 , 0.98876834, 0.9861363 , 0.9855296 , 0.98494315], + dtype=float32), + array([1.0000001 , 0.98885393, 0.98832536, 0.9882704 , 0.9882704 ], + dtype=float32)], + [Index(['covid-19', 'middle east respiratory syndrome', + 'severe acute respiratory syndrome', + 'childhood-onset systemic lupus erythematosus', 'h1n1 influenza'], dtype='object', name='@id'), - Index(['glucose', 'fatigue', 'molecule', 'failure', 'proximal'], dtype='object', name='@id')], - array([[1.0000001 , 0.98857516, 0.9865621 , 0.9859584 , 0.9846051 ], - [1. , 0.99113065, 0.98963416, 0.9891695 , 0.9890311 ]], - dtype=float32)) + Index(['glucose', 'fatigue', 'anorexia', 'congenital abnormality', 'proximal'], dtype='object', name='@id')]) diff --git a/docs/source/tutorials/bluegraph_tutorials/pipelines_tutorial.rst b/docs/source/tutorials/bluegraph_tutorials/pipelines_tutorial.rst new file mode 100644 index 00000000..1e10f32f --- /dev/null +++ b/docs/source/tutorials/bluegraph_tutorials/pipelines_tutorial.rst @@ -0,0 +1,188 @@ +.. _pipeline_tutorial: + + +Creating and running embedding pipelines +======================================== + + +``bluegraph`` allows to create emebedding pipelines (using the +``EmbeddingPipeline`` class) that represent a useful wrapper around a +sequence of steps necessary to produce embeddings and compute point +similarities. In the examples below we create a pipeline for encoding text properties of nodes into feature vectors, producing ``attri2vec`` node embeddings and computing their similarity based on two different similarity backends. The source notebook can be found `here `_. + + + +.. code:: ipython3 + + from bluegraph.core import PandasPGFrame + + from bluegraph.preprocess.encoders import ScikitLearnPGEncoder + from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder + from bluegraph.downstream.similarity import (SimilarityProcessor, + FaissSimilarityIndex, + ScikitLearnSimilarityIndex, + SimilarityIndex) + from bluegraph.downstream import EmbeddingPipeline + +Example 1: creating pipeline trainable with ``run_fitting`` +----------------------------------------------------------- + +We first create an encoder object that will be used in our pipeline to +encode node property ``definition`` using a TfIdf encoder. + +.. code:: ipython3 + + definition_encoder = ScikitLearnPGEncoder( + node_properties=["definition"], + text_encoding_max_dimension=512, + text_encoding="tfidf") + +We then create an embedder object that can compute node embeddings for +input graphs using ``attri2vec`` node embedding technique. + +.. code:: ipython3 + + D = 128 + params = { + "length": 5, + "number_of_walks": 10, + "epochs": 5, + "embedding_dimension": D + } + attri2vec_embedder = StellarGraphNodeEmbedder( + "attri2vec", feature_vector_prop="features", edge_weight="npmi", **params) + +Next, we create a similarity processor based of Faiss indices that +allows us to perform fast search for nearest neighbors according to our +embedding vectors. We set our similarity measure to *cosine similarity*. + +**Note:** in the code below we use the ``SimilarityProcessor`` interface +and not ``NodeSimilarityProcessor``, as we have done it in previous +tutorials. We use this lower abstraction level interface, because the +``EmbeddingPipeline`` is designed to work with any embedding models (not +only node embedding models). + +.. code:: ipython3 + + similarity_processor = SimilarityProcessor( + FaissSimilarityIndex( + similarity="cosine", dimension=D, n_segments=5)) + +And finally we create a pipeline object that stacks all the +above-mentioned elements. + +.. code:: ipython3 + + attri2vec_pipeline = EmbeddingPipeline( + preprocessor=definition_encoder, + embedder=attri2vec_embedder, + similarity_processor=similarity_processor) + +Now, let us load the training graph from the provided example dataset. + +.. code:: ipython3 + + graph = PandasPGFrame.load_json("../data/cooccurrence_graph.json") + +We run the fitting process, which given the input data performs the +following steps: 1. fits the encoder 2. transforms the data 3. fits the +embedder 4. produces the embedding table 5. fits the similarity index + +.. code:: ipython3 + + attri2vec_pipeline.run_fitting(graph) + + + +We can save our pipeline to the file system as follows: + +.. code:: ipython3 + + attri2vec_pipeline.save( + "../data/attri2vec_test_model", + compress=True) + + +We can launch prediction of the unseen graph nodes using our pipeline as +follows (in this case we use the same graph). As an output, we obtain +embedding vectors produced by the model. + +.. code:: ipython3 + + vectors = attri2vec_pipeline.run_prediction(graph) + +Example 2: creating manually trained pipeline +--------------------------------------------- + +In the previous example we used ``FaissSimilarityIndex`` and the backend +for our nearest neighbors search. ``Faiss`` indices are updatable and +allow us to add new points to the index at any point. Therefore, we were +able to create an ‘untrained’ pipeline stacking preprocessor, embedder +and empty similarity index. We then run all the training steps at once +by using ``run_fitting``. As the result, vectors output by the embedder +were added to the index, once they were produced. + +However, in some cases, similarity indices are static and the set of +vectors on which they are built must be provided at the creation time. +Consider the following example. + +We would like to use +`BallTree `__ +index implemented in ``scikit-learn`` and provided by ``bluegraph``\ ’s +``ScikitLearnSimilarityIndex``. In the cell below we try to initialize +this index without initial vectors on which it must be built. + +.. code:: ipython3 + + try: + sklearn_similarity_processor = SimilarityProcessor( + ScikitLearnSimilarityIndex( + similarity="poincare", dimension=D, + index_type="ballktree", leaf_size=10) + ) + except SimilarityIndex.SimilarityException as e: + print("Caught the following error: ") + print(e) + + +.. parsed-literal:: + + Caught the following error: + Initial vectors must be provied (scikit learn indices are not updatable) + + +This means that we cannot create an initially empty similarity index and +let our pipeline fill it with vectors once the embedder has output the +them. What we can do instead is run encoding and embedding manually, as +follows: + +.. code:: ipython3 + + transformed_graph = definition_encoder.fit_transform(graph) + embedding = attri2vec_embedder.fit_model(transformed_graph) + + +.. parsed-literal:: + + link_classification: using 'ip' method to combine node embeddings into edge embeddings + + +We now can create a similarity index on the produced embedding vectors. + +.. code:: ipython3 + + sklearn_similarity_processor = SimilarityProcessor( + ScikitLearnSimilarityIndex( + similarity="poincare", dimension=D, + initial_vectors=embedding["embedding"].tolist(), + index_type="ballktree", leaf_size=10)) + +And, finally, stack our steps into a pipeline that can be dumped and +re-used as in the previous example. + +.. code:: ipython3 + + attri2vec_sklearn_pipeline = EmbeddingPipeline( + preprocessor=definition_encoder, + embedder=attri2vec_embedder, + similarity_processor=sklearn_similarity_processor) diff --git a/docs/source/tutorials/index.rst b/docs/source/tutorials/index.rst index 93ac9a71..8b36c483 100644 --- a/docs/source/tutorials/index.rst +++ b/docs/source/tutorials/index.rst @@ -13,4 +13,5 @@ Tutorials bluegraph_tutorials/literature bluegraph_tutorials/nasa bluegraph_tutorials/embedding_tutorial + bluegraph_tutorials/pipelines_tutorial diff --git a/examples/figures/README_BlueGraph_components.png b/examples/figures/README_BlueGraph_components.png index 3377a1f3..4eb5b4cc 100644 Binary files a/examples/figures/README_BlueGraph_components.png and b/examples/figures/README_BlueGraph_components.png differ diff --git a/examples/notebooks/Create and push embedding pipeline into Nexus.ipynb b/examples/notebooks/Create and push embedding pipeline into Nexus.ipynb deleted file mode 100644 index cbc8d5ba..00000000 --- a/examples/notebooks/Create and push embedding pipeline into Nexus.ipynb +++ /dev/null @@ -1,490 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "b2613554", - "metadata": {}, - "source": [ - "# Create and push embedding pipelines to the Nexus catalog" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0b75b3b4", - "metadata": {}, - "outputs": [], - "source": [ - "from bluegraph.core import PandasPGFrame\n", - "\n", - "from bluegraph.preprocess.encoders import ScikitLearnPGEncoder\n", - "from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder\n", - "from bluegraph.downstream.similarity import SimilarityProcessor\n", - "from bluegraph.downstream import EmbeddingPipeline" - ] - }, - { - "cell_type": "markdown", - "id": "3ae5e08c", - "metadata": {}, - "source": [ - "## Creating and saving a pipeline object\n", - "\n", - "`bluegraph` allows to create emebedding pipelines (using the `EmbeddingPipeline` class) that represent a useful wrapper around a sequence of steps necessary to produce embeddings and compute point similarities. In the example below we create a pipeline for producing `attri2vec` node embeddings and computing their cosine similarity." - ] - }, - { - "cell_type": "markdown", - "id": "3754e35f", - "metadata": {}, - "source": [ - "We first create an encoder object that will be used in our pipeline as a preprocessing step." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "5452e4ea", - "metadata": {}, - "outputs": [], - "source": [ - "definition_encoder = ScikitLearnPGEncoder(\n", - " node_properties=[\"definition\"], text_encoding_max_dimension=512)" - ] - }, - { - "cell_type": "markdown", - "id": "43780a91", - "metadata": {}, - "source": [ - "We then create an embedder object." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a1ff22fd", - "metadata": {}, - "outputs": [], - "source": [ - "D = 128\n", - "params = {\n", - " \"length\": 5,\n", - " \"number_of_walks\": 10,\n", - " \"epochs\": 5,\n", - " \"embedding_dimension\": D\n", - "}\n", - "attri2vec_embedder = StellarGraphNodeEmbedder(\n", - " \"attri2vec\", feature_vector_prop=\"features\", edge_weight=\"npmi\", **params)" - ] - }, - { - "cell_type": "markdown", - "id": "30dcdea4", - "metadata": {}, - "source": [ - "And finally we create a pipeline object. Note that in the code below we use the `SimilarityProcessor` interface and not `NodeSimilarityProcessor`, as we have done it previously. We use this lower abstraction level interface, because the `EmbeddingPipeline` is designed to work with any embedding models (not only node embedding models)." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "9dbd5995", - "metadata": {}, - "outputs": [], - "source": [ - "attri2vec_pipeline = EmbeddingPipeline(\n", - " preprocessor=definition_encoder,\n", - " embedder=attri2vec_embedder,\n", - " similarity_processor=SimilarityProcessor(similarity=\"cosine\", dimension=D))" - ] - }, - { - "cell_type": "markdown", - "id": "9e6eeef3", - "metadata": {}, - "source": [ - "Let us read the training graph from the provided example dataset" - ] - }, - { - "cell_type": "markdown", - "id": "b0a3640f", - "metadata": {}, - "source": [ - "We run the fitting process, which given the input data:\n", - "1. fits the encoder\n", - "2. transforms the data\n", - "3. fits the embedder\n", - "4. produces the embedding table\n", - "5. fits the similarity processor index" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b8d12d69", - "metadata": {}, - "outputs": [], - "source": [ - "graph = PandasPGFrame.load_json(\"../data/cooccurrence_graph.json\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c51767e0", - "metadata": {}, - "outputs": [], - "source": [ - "attri2vec_pipeline.run_fitting(graph)" - ] - }, - { - "cell_type": "markdown", - "id": "d416dc1f", - "metadata": {}, - "source": [ - "Now we can save our pipeline to the file system." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3fde8649", - "metadata": {}, - "outputs": [], - "source": [ - "attri2vec_pipeline.save(\n", - " \"../data/attri2vec_test_model\",\n", - " compress=True)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "915cfe27", - "metadata": {}, - "outputs": [], - "source": [ - "graph" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "99782cb2", - "metadata": {}, - "outputs": [], - "source": [ - "graph.to_json()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "4e70af9a", - "metadata": {}, - "outputs": [], - "source": [ - "attri2vec_pipeline.run_prediction(graph)" - ] - }, - { - "cell_type": "markdown", - "id": "f7c27350", - "metadata": {}, - "source": [ - "## Pushing models to the catalog" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3072c469", - "metadata": {}, - "outputs": [], - "source": [ - "import getpass\n", - "import jwt\n", - "\n", - "from kgforge.core import KnowledgeGraphForge\n", - "from kgforge.specializations.resources import Dataset" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a26d31f8", - "metadata": {}, - "outputs": [], - "source": [ - "FORGE_CONFIG_FILE = \"../services/embedder/configs/forge_configs/prod-forge-nexus.yml\"" - ] - }, - { - "cell_type": "markdown", - "id": "5c19310b", - "metadata": {}, - "source": [ - "Get your token from https://staging.nexus.ocp.bbp.epfl.ch/" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "8e0cc120", - "metadata": {}, - "outputs": [], - "source": [ - "TOKEN = getpass.getpass()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "8912e89f", - "metadata": {}, - "outputs": [], - "source": [ - "forge = KnowledgeGraphForge(FORGE_CONFIG_FILE, token=TOKEN)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "70e5aede", - "metadata": {}, - "outputs": [], - "source": [ - "def get_agent(token):\n", - " agent_data = jwt.decode(token, verify=False)\n", - " agent = forge.reshape(\n", - " forge.from_json(agent_data), keep=[\n", - " \"name\", \"email\", \"sub\", \"preferred_username\"])\n", - " agent.id = agent.sub\n", - " agent.type = \"Person\"\n", - " return agent" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "f6a41e9d", - "metadata": {}, - "outputs": [], - "source": [ - "def push_model(forge, agent, name, description, distribution):\n", - " # Create a new model resource\n", - " model_resource = Dataset(\n", - " forge,\n", - " name=name,\n", - " description=description)\n", - " model_resource.type = [\"Dataset\", \"EmbeddingModel\"]\n", - " # Add distrubution\n", - " model_resource.add_distribution(\n", - " distribution, content_type=\"application/octet-stream\")\n", - " # Add contribution\n", - " model_resource.add_contribution(agent, versioned=False)\n", - " model_resource.contribution.hadRole = \"Engineer\"\n", - "\n", - " forge.register(model_resource)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a7f3dab3", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "agent = get_agent(TOKEN)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "394896f8", - "metadata": {}, - "outputs": [], - "source": [ - "push_model(\n", - " forge, agent, \"New test attri2vec model\",\n", - " \"Node embedding model built on the Covid dataset\", \"../data/attri2vec_test_model.zip\")" - ] - }, - { - "cell_type": "markdown", - "id": "949d7d93", - "metadata": {}, - "source": [ - "## Get existing models" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "15421adb", - "metadata": {}, - "outputs": [], - "source": [ - "def retrieve_all_model_resources(forge):\n", - " \"\"\"Retrieve all models from the catalog.\"\"\"\n", - " query = \"\"\"\n", - " SELECT ?id\n", - " WHERE {\n", - " ?id a ;\n", - " false.\n", - " }\n", - " \"\"\"\n", - " resources = forge.sparql(query, limit=1000)\n", - " return [\n", - " forge.retrieve(r.id) for r in resources\n", - " ]" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "747eace2", - "metadata": {}, - "outputs": [], - "source": [ - "models = retrieve_all_model_resources(forge)\n", - "for m in models:\n", - " print(m)" - ] - }, - { - "cell_type": "markdown", - "id": "8e63abf7", - "metadata": {}, - "source": [ - "## Update an existing model" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "216dcf9d", - "metadata": {}, - "outputs": [], - "source": [ - "def retrieve_model_resource(forge, model_name):\n", - " \"\"\"Retrieve model resource by its name.\"\"\"\n", - " query = f\"\"\"\n", - " SELECT ?id\n", - " WHERE {{\n", - " ?id a ;\n", - " name \"{model_name}\";\n", - " false.\n", - " }}\n", - " \"\"\"\n", - " resources = forge.sparql(query, limit=1)\n", - " if resources and len(resources) > 0:\n", - " resource = forge.retrieve(resources[0].id)\n", - " return resource" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "237bec6c", - "metadata": {}, - "outputs": [], - "source": [ - "def update_model(forge, name, description=None, distribution=None):\n", - " # Try retreiving model resource\n", - " model_resource = retrieve_model_resource(forge, name)\n", - " if model_resource:\n", - " # Update an existing model\n", - " if description:\n", - " model_resource.description = description\n", - " if distribution:\n", - " model_resource.distribution = forge.attach(\n", - " distribution, content_type=\"application/octet-stream\")\n", - " forge.update(model_resource)\n", - " else:\n", - " raise ValueError(\"Model node found\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6b8dc492", - "metadata": {}, - "outputs": [], - "source": [ - "update_model(forge, \"New test attri2vec model\", description=\"Updated description of the test model\")" - ] - }, - { - "cell_type": "markdown", - "id": "9ca846eb", - "metadata": {}, - "source": [ - "## Delete a model" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "5b0b88aa", - "metadata": {}, - "outputs": [], - "source": [ - "def deprecate_resource(forge, resource):\n", - " \"\"\"Deprecate the resource together with its distribution.\"\"\"\n", - " base = resource.id.rsplit('/', 1)[0]\n", - " file_id = resource.distribution.contentUrl.rsplit('/', 1)[1]\n", - " file = forge.retrieve(f\"{base}/{file_id}\")\n", - "\n", - " forge.deprecate(resource)\n", - " forge.deprecate(file)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7cdc008b", - "metadata": {}, - "outputs": [], - "source": [ - "model_resource = retrieve_model_resource(forge, \"New test attri2vec model\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "e8af5096", - "metadata": {}, - "outputs": [], - "source": [ - "deprecate_resource(forge, model_resource)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "bg", - "language": "python", - "name": "bg" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.10" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/examples/notebooks/Create and run embedding pipelines.ipynb b/examples/notebooks/Create and run embedding pipelines.ipynb new file mode 100644 index 00000000..5bf4f2ca --- /dev/null +++ b/examples/notebooks/Create and run embedding pipelines.ipynb @@ -0,0 +1,375 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "b2613554", + "metadata": {}, + "source": [ + "# Creating and running embedding pipelines\n", + "\n", + "`bluegraph` allows to create emebedding pipelines (using the `EmbeddingPipeline` class) that represent a useful wrapper around a sequence of steps necessary to produce embeddings and compute point similarities. In the example below we create a pipeline for producing `attri2vec` node embeddings and computing their cosine similarity." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "0b75b3b4", + "metadata": {}, + "outputs": [], + "source": [ + "from bluegraph.core import PandasPGFrame\n", + "\n", + "from bluegraph.preprocess.encoders import ScikitLearnPGEncoder\n", + "from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder\n", + "from bluegraph.downstream.similarity import (SimilarityProcessor,\n", + " FaissSimilarityIndex,\n", + " ScikitLearnSimilarityIndex,\n", + " SimilarityIndex)\n", + "from bluegraph.downstream import EmbeddingPipeline" + ] + }, + { + "cell_type": "markdown", + "id": "1be1543c", + "metadata": {}, + "source": [ + "## Example 1: creating pipeline trainable with `run_fitting`" + ] + }, + { + "cell_type": "markdown", + "id": "3754e35f", + "metadata": {}, + "source": [ + "We first create an encoder object that will be used in our pipeline to encode node property `definition` using a TfIdf encoder." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5452e4ea", + "metadata": {}, + "outputs": [], + "source": [ + "definition_encoder = ScikitLearnPGEncoder(\n", + " node_properties=[\"definition\"],\n", + " text_encoding_max_dimension=512,\n", + " text_encoding=\"tfidf\")" + ] + }, + { + "cell_type": "markdown", + "id": "43780a91", + "metadata": {}, + "source": [ + "We then create an embedder object that can compute node embeddings for input graphs using `attri2vec` node embedding technique." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a1ff22fd", + "metadata": {}, + "outputs": [], + "source": [ + "D = 128\n", + "params = {\n", + " \"length\": 5,\n", + " \"number_of_walks\": 10,\n", + " \"epochs\": 5,\n", + " \"embedding_dimension\": D\n", + "}\n", + "attri2vec_embedder = StellarGraphNodeEmbedder(\n", + " \"attri2vec\", feature_vector_prop=\"features\", edge_weight=\"npmi\", **params)" + ] + }, + { + "cell_type": "markdown", + "id": "d0e2fb8d", + "metadata": {}, + "source": [ + "Next, we create a similarity processor based of Faiss indices that allows us to perform fast search for nearest neighbors according to our embedding vectors. We set our similarity measure to _cosine similarity_.\n", + "\n", + "__Note:__ in the code below we use the `SimilarityProcessor` interface and not `NodeSimilarityProcessor`, as we have done it in previous tutorials. We use this lower abstraction level interface, because the `EmbeddingPipeline` is designed to work with any embedding models (not only node embedding models)." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "5418d698", + "metadata": {}, + "outputs": [], + "source": [ + "similarity_processor = SimilarityProcessor(\n", + " FaissSimilarityIndex(\n", + " similarity=\"cosine\", dimension=D, n_segments=5))" + ] + }, + { + "cell_type": "markdown", + "id": "30dcdea4", + "metadata": {}, + "source": [ + "And finally we create a pipeline object that stacks all the above-mentioned elements." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "9dbd5995", + "metadata": {}, + "outputs": [], + "source": [ + "attri2vec_pipeline = EmbeddingPipeline(\n", + " preprocessor=definition_encoder,\n", + " embedder=attri2vec_embedder,\n", + " similarity_processor=similarity_processor)" + ] + }, + { + "cell_type": "markdown", + "id": "9e6eeef3", + "metadata": {}, + "source": [ + "Now, let us load the training graph from the provided example dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "b8d12d69", + "metadata": {}, + "outputs": [], + "source": [ + "graph = PandasPGFrame.load_json(\"../data/cooccurrence_graph.json\")" + ] + }, + { + "cell_type": "markdown", + "id": "b0a3640f", + "metadata": {}, + "source": [ + "We run the fitting process, which given the input data performs the following steps:\n", + "1. fits the encoder\n", + "2. transforms the data\n", + "3. fits the embedder\n", + "4. produces the embedding table\n", + "5. fits the similarity index" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c51767e0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "link_classification: using 'ip' method to combine node embeddings into edge embeddings\n", + " >\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/bluegraph/downstream/similarity.py:180: SimilarityWarning: Faiss segmented index is not trained, training on the provided vectors\n", + " SimilarityIndex.SimilarityWarning)\n" + ] + } + ], + "source": [ + "attri2vec_pipeline.run_fitting(graph)" + ] + }, + { + "cell_type": "markdown", + "id": "d416dc1f", + "metadata": {}, + "source": [ + "We can save our pipeline to the file system as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "3fde8649", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING:tensorflow:From /Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/tensorflow/python/ops/resource_variable_ops.py:1817: calling BaseResourceVariable.__init__ (from tensorflow.python.ops.resource_variable_ops) with constraint is deprecated and will be removed in a future version.\n", + "Instructions for updating:\n", + "If using Keras pass *_constraint arguments to layers.\n", + "INFO:tensorflow:Assets written to: ../data/attri2vec_test_model/embedder/model/assets\n" + ] + } + ], + "source": [ + "attri2vec_pipeline.save(\n", + " \"../data/attri2vec_test_model\",\n", + " compress=True)" + ] + }, + { + "cell_type": "markdown", + "id": "ca29c8b7", + "metadata": {}, + "source": [ + "We can launch prediction of the unseen graph nodes using our pipeline as follows (in this case we use the same graph). As an output, we obtain embedding vectors produced by the model." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "4e70af9a", + "metadata": {}, + "outputs": [], + "source": [ + "vectors = attri2vec_pipeline.run_prediction(graph)" + ] + }, + { + "cell_type": "markdown", + "id": "22f26a2d", + "metadata": {}, + "source": [ + "## Example 2: creating manually trained pipeline " + ] + }, + { + "cell_type": "markdown", + "id": "af3c1d95", + "metadata": {}, + "source": [ + "In the previous example we used `FaissSimilarityIndex` and the backend for our nearest neighbors search. `Faiss` indices are updatable and allow us to add new points to the index at any point. Therefore, we were able to create an 'untrained' pipeline stacking preprocessor, embedder and empty similarity index. We then run all the training steps at once by using `run_fitting`. As the result, vectors output by the embedder were added to the index, once they were produced.\n", + "\n", + "However, in some cases, similarity indices are static and the set of vectors on which they are built must be provided at the creation time. Consider the following example.\n", + "\n", + "We would like to use [BallTree](https://scikit-learn.org/stable/modules/generated/sklearn.neighbors.BallTree.html) index implemented in `scikit-learn` and provided by `bluegraph`'s `ScikitLearnSimilarityIndex`. In the cell below we try to initialize this index without initial vectors on which it must be built." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "7dbf6ad7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Caught the following error: \n", + "Initial vectors must be provied (scikit learn indices are not updatable) \n" + ] + } + ], + "source": [ + "try:\n", + " sklearn_similarity_processor = SimilarityProcessor(\n", + " ScikitLearnSimilarityIndex(\n", + " similarity=\"poincare\", dimension=D,\n", + " index_type=\"ballktree\", leaf_size=10)\n", + " )\n", + "except SimilarityIndex.SimilarityException as e:\n", + " print(\"Caught the following error: \")\n", + " print(e)" + ] + }, + { + "cell_type": "markdown", + "id": "060ddc92", + "metadata": {}, + "source": [ + "This means that we cannot create an initially empty similarity index and let our pipeline fill it with vectors once the embedder has output the them. What we can do instead is run encoding and embedding manually, as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "ee7f27c6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "link_classification: using 'ip' method to combine node embeddings into edge embeddings\n" + ] + } + ], + "source": [ + "transformed_graph = definition_encoder.fit_transform(graph)\n", + "embedding = attri2vec_embedder.fit_model(transformed_graph)" + ] + }, + { + "cell_type": "markdown", + "id": "4f2f93b3", + "metadata": {}, + "source": [ + "We now can create a similarity index on the produced embedding vectors." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "15569073", + "metadata": {}, + "outputs": [], + "source": [ + "sklearn_similarity_processor = SimilarityProcessor(\n", + " ScikitLearnSimilarityIndex(\n", + " similarity=\"poincare\", dimension=D,\n", + " initial_vectors=embedding[\"embedding\"].tolist(),\n", + " index_type=\"ballktree\", leaf_size=10))" + ] + }, + { + "cell_type": "markdown", + "id": "640f6fcf", + "metadata": {}, + "source": [ + "And, finally, stack our steps into a pipeline that can be dumped and re-used as in the previous example." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "7a44b26f", + "metadata": {}, + "outputs": [], + "source": [ + "attri2vec_sklearn_pipeline = EmbeddingPipeline(\n", + " preprocessor=definition_encoder,\n", + " embedder=attri2vec_embedder,\n", + " similarity_processor=sklearn_similarity_processor)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "bg", + "language": "python", + "name": "bg" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/examples/notebooks/Embedding and downstream tasks tutorial.ipynb b/examples/notebooks/Embedding and downstream tasks tutorial.ipynb index d940a293..8fa2d74f 100644 --- a/examples/notebooks/Embedding and downstream tasks tutorial.ipynb +++ b/examples/notebooks/Embedding and downstream tasks tutorial.ipynb @@ -2,6 +2,7 @@ "cells": [ { "cell_type": "markdown", + "id": "925a149a", "metadata": {}, "source": [ "# Node embedding and downstream tasks" @@ -10,6 +11,7 @@ { "cell_type": "code", "execution_count": 1, + "id": "c843be52", "metadata": {}, "outputs": [], "source": [ @@ -17,12 +19,14 @@ "import numpy as np\n", "\n", "from sklearn import model_selection\n", + "from sklearn import mixture\n", "from sklearn.svm import LinearSVC" ] }, { "cell_type": "code", "execution_count": 2, + "id": "c7161156", "metadata": {}, "outputs": [], "source": [ @@ -34,7 +38,9 @@ "from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder\n", "\n", "from bluegraph.downstream import EmbeddingPipeline, transform_to_2d, plot_2d, get_classification_scores\n", - "from bluegraph.downstream.similarity import (SimilarityProcessor, NodeSimilarityProcessor)\n", + "from bluegraph.downstream.similarity import (FaissSimilarityIndex,\n", + " SimilarityProcessor,\n", + " NodeSimilarityProcessor)\n", "from bluegraph.downstream.node_classification import NodeClassifier\n", "from bluegraph.downstream.link_prediction import (generate_negative_edges,\n", " EdgePredictor)" @@ -42,6 +48,7 @@ }, { "cell_type": "markdown", + "id": "061f5d57", "metadata": {}, "source": [ "## Data preparation" @@ -49,6 +56,7 @@ }, { "cell_type": "markdown", + "id": "eec994a8", "metadata": {}, "source": [ "Fist, we read the source dataset with mentions of entities in different paragraphs" @@ -57,6 +65,7 @@ { "cell_type": "code", "execution_count": 3, + "id": "8db48ec8", "metadata": {}, "outputs": [], "source": [ @@ -66,6 +75,7 @@ { "cell_type": "code", "execution_count": 4, + "id": "46b25cd1", "metadata": {}, "outputs": [], "source": [ @@ -77,6 +87,7 @@ { "cell_type": "code", "execution_count": 5, + "id": "4c96943f", "metadata": {}, "outputs": [ { @@ -193,6 +204,7 @@ }, { "cell_type": "markdown", + "id": "0759929a", "metadata": {}, "source": [ "We will also load a dataset that contains definitions of entities and their types" @@ -201,6 +213,7 @@ { "cell_type": "code", "execution_count": 6, + "id": "1faf7da7", "metadata": { "scrolled": false }, @@ -212,6 +225,7 @@ { "cell_type": "code", "execution_count": 7, + "id": "6911ded4", "metadata": {}, "outputs": [ { @@ -353,6 +367,7 @@ }, { "cell_type": "markdown", + "id": "3bdc33fd", "metadata": {}, "source": [ "### Generation of a co-occurrence graph" @@ -360,6 +375,7 @@ }, { "cell_type": "markdown", + "id": "3ed2f43d", "metadata": {}, "source": [ "We first create a graph whose nodes are entities" @@ -368,6 +384,7 @@ { "cell_type": "code", "execution_count": 8, + "id": "3f846a39", "metadata": {}, "outputs": [], "source": [ @@ -384,6 +401,7 @@ { "cell_type": "code", "execution_count": 9, + "id": "3209f32a", "metadata": {}, "outputs": [], "source": [ @@ -394,6 +412,7 @@ { "cell_type": "code", "execution_count": 10, + "id": "538cd301", "metadata": {}, "outputs": [ { @@ -436,7 +455,7 @@ " Entity\n", " PROTEIN\n", " Lithostathine-1-alpha (166 aa, ~19 kDa) is enc...\n", - " {1, 2, 3, 18178, 195589, 104454, 88967, 104455...\n", + " {1, 2, 3, 195589, 104454, 104455, 104456, 5120...\n", " \n", " \n", " pulmonary\n", @@ -544,7 +563,7 @@ "\n", " paragraphs \n", "@id \n", - "lithostathine-1-alpha {1, 2, 3, 18178, 195589, 104454, 88967, 104455... \n", + "lithostathine-1-alpha {1, 2, 3, 195589, 104454, 104455, 104456, 5120... \n", "pulmonary {1, 196612, 196613, 196614, 196621, 196623, 16... \n", "host {1, 114689, 3, 221193, 180243, 180247, 28, 180... \n", "surfactant protein d measurement {145537, 2, 3, 4, 5, 6, 51202, 103939, 103940,... \n", @@ -570,6 +589,7 @@ }, { "cell_type": "markdown", + "id": "a2141e65", "metadata": {}, "source": [ "For each node we will add the `frequency` property that counts the total number of paragraphs where the entity was mentioned." @@ -578,6 +598,7 @@ { "cell_type": "code", "execution_count": 11, + "id": "62cf2441", "metadata": {}, "outputs": [], "source": [ @@ -589,6 +610,7 @@ { "cell_type": "code", "execution_count": 12, + "id": "91c3a03a", "metadata": {}, "outputs": [ { @@ -633,7 +655,7 @@ " Entity\n", " PROTEIN\n", " Lithostathine-1-alpha (166 aa, ~19 kDa) is enc...\n", - " {1, 2, 3, 18178, 195589, 104454, 88967, 104455...\n", + " {1, 2, 3, 195589, 104454, 104455, 104456, 5120...\n", " 80\n", " \n", " \n", @@ -752,7 +774,7 @@ "\n", " paragraphs \\\n", "@id \n", - "lithostathine-1-alpha {1, 2, 3, 18178, 195589, 104454, 88967, 104455... \n", + "lithostathine-1-alpha {1, 2, 3, 195589, 104454, 104455, 104456, 5120... \n", "pulmonary {1, 196612, 196613, 196614, 196621, 196623, 16... \n", "host {1, 114689, 3, 221193, 180243, 180247, 28, 180... \n", "surfactant protein d measurement {145537, 2, 3, 4, 5, 6, 51202, 103939, 103940,... \n", @@ -792,6 +814,7 @@ }, { "cell_type": "markdown", + "id": "14c09404", "metadata": {}, "source": [ "Now, for constructing co-occurrence network we will select only 1000 most frequent entities." @@ -800,6 +823,7 @@ { "cell_type": "code", "execution_count": 13, + "id": "c7d668bb", "metadata": {}, "outputs": [], "source": [ @@ -808,6 +832,7 @@ }, { "cell_type": "markdown", + "id": "b22fb15c", "metadata": {}, "source": [ "The `CooccurrenceGenerator` class allows us to generate co-occurrence edges from overlaps in node property values or edge (or edge properties). In this case we consider the `paragraph` node property and construct co-occurrence edges from overlapping sets of paragraphs. In addition, we will compute some co-occurrence statistics: total co-occurrence frequency and normalized pointwise mutual information (NPMI)." @@ -816,15 +841,15 @@ { "cell_type": "code", "execution_count": 14, + "id": "844ce417", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Examining 499500 pairs of terms for co-occurrence...\n", - "CPU times: user 8.4 s, sys: 2.36 s, total: 10.8 s\n", - "Wall time: 1min 34s\n" + "CPU times: user 13.9 s, sys: 3.65 s, total: 17.6 s\n", + "Wall time: 1min 44s\n" ] } ], @@ -840,6 +865,7 @@ { "cell_type": "code", "execution_count": 15, + "id": "a76b5eb1", "metadata": {}, "outputs": [], "source": [ @@ -849,6 +875,7 @@ { "cell_type": "code", "execution_count": 16, + "id": "4ba406a2", "metadata": {}, "outputs": [], "source": [ @@ -857,6 +884,7 @@ }, { "cell_type": "markdown", + "id": "16ef9d15", "metadata": {}, "source": [ "We add generated edges to the original graph" @@ -865,6 +893,7 @@ { "cell_type": "code", "execution_count": 17, + "id": "9d6b287c", "metadata": {}, "outputs": [], "source": [ @@ -876,6 +905,7 @@ { "cell_type": "code", "execution_count": 18, + "id": "5fc091b3", "metadata": {}, "outputs": [ { @@ -916,7 +946,7 @@ " \n", " surfactant protein d measurement\n", " microorganism\n", - " {2, 3, 7810, 58, 41, 7754, 7850, 26218, 7853, ...\n", + " {2, 3, 7810, 17, 19, 21, 100502, 26, 41, 7850,...\n", " 19\n", " 0.235263\n", " \n", @@ -952,36 +982,35 @@ " ...\n", " \n", " \n", - " severe acute respiratory syndrome\n", - " caax prenyl protease 2\n", - " {205345, 185829, 227486, 220124, 220126}\n", - " 5\n", - " 0.142611\n", + " sars-cov-2\n", + " cardiac valve injury\n", + " {196614, 207366, 186391, 190497, 196641, 18947...\n", + " 123\n", + " 0.213579\n", " \n", " \n", - " transmembrane protease serine 2\n", - " {223746, 223747, 167301, 223752, 200971, 22375...\n", - " 21\n", - " 0.238160\n", + " chloroquine\n", + " {168961, 202755, 203276, 202765, 217102, 19868...\n", + " 195\n", + " 0.290027\n", " \n", " \n", - " ciliated bronchial epithelial cell\n", - " cystic fibrosis pulmonary exacerbation\n", - " {46779}\n", - " 1\n", - " 0.088963\n", + " severe acute respiratory syndrome\n", + " {215556, 182277, 221190, 221191, 200710, 22119...\n", + " 211\n", + " 0.241288\n", " \n", " \n", " caax prenyl protease 2\n", - " {215748, 220047}\n", - " 2\n", - " 0.151639\n", + " {226304, 208386, 215559, 209415, 208397, 21556...\n", + " 150\n", + " 0.343314\n", " \n", " \n", " transmembrane protease serine 2\n", - " {167360, 167358, 167301, 214566, 214567, 16138...\n", - " 14\n", - " 0.305697\n", + " {192518, 200748, 200756, 204855, 188475, 19873...\n", + " 380\n", + " 0.420739\n", " \n", " \n", "\n", @@ -989,47 +1018,47 @@ "" ], "text/plain": [ - " common_factors \\\n", - "@source_id @target_id \n", - "surfactant protein d measurement microorganism {2, 3, 7810, 58, 41, 7754, 7850, 26218, 7853, ... \n", - " lung {2, 103939, 51202, 5, 4, 103940, 15, 145438, 3... \n", - " alveolar {223872, 2, 51202, 100502, 7831, 149657, 19522... \n", - " epithelial cell {2, 4, 5, 222298, 7825, 7732, 7733, 169174, 7738} \n", - " molecule {2, 7750, 49991, 134504, 206448, 49, 52, 20645... \n", - "... ... \n", - "severe acute respiratory syndrome caax prenyl protease 2 {205345, 185829, 227486, 220124, 220126} \n", - " transmembrane protease serine 2 {223746, 223747, 167301, 223752, 200971, 22375... \n", - "ciliated bronchial epithelial cell cystic fibrosis pulmonary exacerbation {46779} \n", - " caax prenyl protease 2 {215748, 220047} \n", - " transmembrane protease serine 2 {167360, 167358, 167301, 214566, 214567, 16138... \n", + " common_factors \\\n", + "@source_id @target_id \n", + "surfactant protein d measurement microorganism {2, 3, 7810, 17, 19, 21, 100502, 26, 41, 7850,... \n", + " lung {2, 103939, 51202, 5, 4, 103940, 15, 145438, 3... \n", + " alveolar {223872, 2, 51202, 100502, 7831, 149657, 19522... \n", + " epithelial cell {2, 4, 5, 222298, 7825, 7732, 7733, 169174, 7738} \n", + " molecule {2, 7750, 49991, 134504, 206448, 49, 52, 20645... \n", + "... ... \n", + "sars-cov-2 cardiac valve injury {196614, 207366, 186391, 190497, 196641, 18947... \n", + " chloroquine {168961, 202755, 203276, 202765, 217102, 19868... \n", + " severe acute respiratory syndrome {215556, 182277, 221190, 221191, 200710, 22119... \n", + " caax prenyl protease 2 {226304, 208386, 215559, 209415, 208397, 21556... \n", + " transmembrane protease serine 2 {192518, 200748, 200756, 204855, 188475, 19873... \n", "\n", - " frequency \\\n", - "@source_id @target_id \n", - "surfactant protein d measurement microorganism 19 \n", - " lung 93 \n", - " alveolar 25 \n", - " epithelial cell 9 \n", - " molecule 10 \n", - "... ... \n", - "severe acute respiratory syndrome caax prenyl protease 2 5 \n", - " transmembrane protease serine 2 21 \n", - "ciliated bronchial epithelial cell cystic fibrosis pulmonary exacerbation 1 \n", - " caax prenyl protease 2 2 \n", - " transmembrane protease serine 2 14 \n", + " frequency \\\n", + "@source_id @target_id \n", + "surfactant protein d measurement microorganism 19 \n", + " lung 93 \n", + " alveolar 25 \n", + " epithelial cell 9 \n", + " molecule 10 \n", + "... ... \n", + "sars-cov-2 cardiac valve injury 123 \n", + " chloroquine 195 \n", + " severe acute respiratory syndrome 211 \n", + " caax prenyl protease 2 150 \n", + " transmembrane protease serine 2 380 \n", "\n", - " npmi \n", - "@source_id @target_id \n", - "surfactant protein d measurement microorganism 0.235263 \n", - " lung 0.221395 \n", - " alveolar 0.336175 \n", - " epithelial cell 0.175923 \n", - " molecule 0.113611 \n", - "... ... \n", - "severe acute respiratory syndrome caax prenyl protease 2 0.142611 \n", - " transmembrane protease serine 2 0.238160 \n", - "ciliated bronchial epithelial cell cystic fibrosis pulmonary exacerbation 0.088963 \n", - " caax prenyl protease 2 0.151639 \n", - " transmembrane protease serine 2 0.305697 \n", + " npmi \n", + "@source_id @target_id \n", + "surfactant protein d measurement microorganism 0.235263 \n", + " lung 0.221395 \n", + " alveolar 0.336175 \n", + " epithelial cell 0.175923 \n", + " molecule 0.113611 \n", + "... ... \n", + "sars-cov-2 cardiac valve injury 0.213579 \n", + " chloroquine 0.290027 \n", + " severe acute respiratory syndrome 0.241288 \n", + " caax prenyl protease 2 0.343314 \n", + " transmembrane protease serine 2 0.420739 \n", "\n", "[161332 rows x 3 columns]" ] @@ -1045,6 +1074,7 @@ }, { "cell_type": "markdown", + "id": "0807ce7a", "metadata": {}, "source": [ "Recall that we have generated edges only for the 1000 most frequent entities, the rest of the entities will be isolated (having no incident edges). Let us remove all the isolated nodes." @@ -1053,6 +1083,7 @@ { "cell_type": "code", "execution_count": 19, + "id": "08f52379", "metadata": {}, "outputs": [], "source": [ @@ -1063,6 +1094,7 @@ { "cell_type": "code", "execution_count": 20, + "id": "dff33597", "metadata": {}, "outputs": [], "source": [ @@ -1072,6 +1104,7 @@ { "cell_type": "code", "execution_count": 21, + "id": "10ba4c31", "metadata": {}, "outputs": [ { @@ -1091,6 +1124,7 @@ }, { "cell_type": "markdown", + "id": "0c358754", "metadata": {}, "source": [ "Next, we save the generated co-occurrence graph." @@ -1099,6 +1133,7 @@ { "cell_type": "code", "execution_count": 22, + "id": "3e455b2f", "metadata": { "scrolled": true }, @@ -1110,6 +1145,7 @@ { "cell_type": "code", "execution_count": 23, + "id": "7fd1cc0d", "metadata": {}, "outputs": [], "source": [ @@ -1118,6 +1154,7 @@ }, { "cell_type": "markdown", + "id": "69b40051", "metadata": {}, "source": [ "### Node feature extraction\n", @@ -1128,6 +1165,7 @@ { "cell_type": "code", "execution_count": 24, + "id": "7eaeca7a", "metadata": {}, "outputs": [], "source": [ @@ -1139,14 +1177,15 @@ { "cell_type": "code", "execution_count": 25, + "id": "28c43e06", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "CPU times: user 405 ms, sys: 17.5 ms, total: 423 ms\n", - "Wall time: 439 ms\n" + "CPU times: user 959 ms, sys: 26.4 ms, total: 986 ms\n", + "Wall time: 1.02 s\n" ] } ], @@ -1157,6 +1196,7 @@ }, { "cell_type": "markdown", + "id": "59f2082d", "metadata": {}, "source": [ "We can have a glance at the vocabulary that the encoder constructed for the 'definition' property" @@ -1165,6 +1205,7 @@ { "cell_type": "code", "execution_count": 26, + "id": "d1052e45", "metadata": {}, "outputs": [ { @@ -1188,12 +1229,13 @@ } ], "source": [ - "vocabulary = encoder._node_encoders[\"definition\"].vocabulary_\n", + "vocabulary = encoder._node_encoders[\"definition\"].model.vocabulary_\n", "list(vocabulary.keys())[:10]" ] }, { "cell_type": "markdown", + "id": "58e5e6bc", "metadata": {}, "source": [ "We will add additional properties to our transformed graph corresponding to the entity type labels. We will also add NPMI as an edge property to this transformed graph." @@ -1202,6 +1244,7 @@ { "cell_type": "code", "execution_count": 27, + "id": "b2e47908", "metadata": {}, "outputs": [], "source": [ @@ -1214,6 +1257,7 @@ { "cell_type": "code", "execution_count": 28, + "id": "bdfbb54e", "metadata": {}, "outputs": [ { @@ -1363,6 +1407,7 @@ }, { "cell_type": "markdown", + "id": "f8edf526", "metadata": {}, "source": [ "## Node embedding and downstream tasks" @@ -1370,6 +1415,7 @@ }, { "cell_type": "markdown", + "id": "92bf42a8", "metadata": {}, "source": [ "### Node embedding using StellarGraph\n", @@ -1380,6 +1426,7 @@ { "cell_type": "code", "execution_count": 29, + "id": "d5e7350a", "metadata": { "scrolled": true }, @@ -1393,6 +1440,7 @@ { "cell_type": "code", "execution_count": 30, + "id": "a0949611", "metadata": { "scrolled": false }, @@ -1416,6 +1464,7 @@ { "cell_type": "code", "execution_count": 31, + "id": "253a693d", "metadata": {}, "outputs": [ { @@ -1434,6 +1483,7 @@ }, { "cell_type": "markdown", + "id": "61461db6", "metadata": {}, "source": [ "The `fit_model` method produces a dataframe of the following shape" @@ -1442,6 +1492,7 @@ { "cell_type": "code", "execution_count": 32, + "id": "b5846da7", "metadata": {}, "outputs": [ { @@ -1471,23 +1522,23 @@ " \n", " \n", " pulmonary\n", - " [-0.11484251916408539, 0.2697576880455017, -0....\n", + " [0.13196799159049988, -0.23611457645893097, 0....\n", " \n", " \n", " host\n", - " [0.07598941028118134, 0.4049169719219208, 0.28...\n", + " [-0.6323956847190857, 0.36397579312324524, -0....\n", " \n", " \n", " surfactant protein d measurement\n", - " [0.04849686846137047, 0.5111294388771057, 0.42...\n", + " [-0.5495556592941284, 0.14938104152679443, 0.0...\n", " \n", " \n", " microorganism\n", - " [-0.10245834290981293, 0.21136833727359772, -0...\n", + " [-0.4700668454170227, 0.5236756801605225, 0.14...\n", " \n", " \n", " lung\n", - " [-0.030864765867590904, 0.33841079473495483, 0...\n", + " [-0.2819957435131073, 0.08759381622076035, 0.0...\n", " \n", " \n", " ...\n", @@ -1495,23 +1546,23 @@ " \n", " \n", " candida parapsilosis\n", - " [-0.1734621375799179, 0.22384271025657654, -0....\n", + " [-0.18134233355522156, 0.14365115761756897, 0....\n", " \n", " \n", " ciliated bronchial epithelial cell\n", - " [0.07948779314756393, 0.5079295039176941, 0.44...\n", + " [-0.6209977865219116, 0.2375614047050476, 0.00...\n", " \n", " \n", " cystic fibrosis pulmonary exacerbation\n", - " [-0.08426730334758759, 0.25626856088638306, -0...\n", + " [-0.1944447010755539, 0.06318975239992142, 0.1...\n", " \n", " \n", " caax prenyl protease 2\n", - " [0.03700694069266319, 0.4388614296913147, 0.33...\n", + " [-0.2207261174917221, -0.071625716984272, 0.11...\n", " \n", " \n", " transmembrane protease serine 2\n", - " [0.06274139881134033, 0.503814697265625, 0.445...\n", + " [-0.40691250562667847, 0.07031852006912231, 0....\n", " \n", " \n", "\n", @@ -1520,17 +1571,17 @@ ], "text/plain": [ " embedding\n", - "pulmonary [-0.11484251916408539, 0.2697576880455017, -0....\n", - "host [0.07598941028118134, 0.4049169719219208, 0.28...\n", - "surfactant protein d measurement [0.04849686846137047, 0.5111294388771057, 0.42...\n", - "microorganism [-0.10245834290981293, 0.21136833727359772, -0...\n", - "lung [-0.030864765867590904, 0.33841079473495483, 0...\n", + "pulmonary [0.13196799159049988, -0.23611457645893097, 0....\n", + "host [-0.6323956847190857, 0.36397579312324524, -0....\n", + "surfactant protein d measurement [-0.5495556592941284, 0.14938104152679443, 0.0...\n", + "microorganism [-0.4700668454170227, 0.5236756801605225, 0.14...\n", + "lung [-0.2819957435131073, 0.08759381622076035, 0.0...\n", "... ...\n", - "candida parapsilosis [-0.1734621375799179, 0.22384271025657654, -0....\n", - "ciliated bronchial epithelial cell [0.07948779314756393, 0.5079295039176941, 0.44...\n", - "cystic fibrosis pulmonary exacerbation [-0.08426730334758759, 0.25626856088638306, -0...\n", - "caax prenyl protease 2 [0.03700694069266319, 0.4388614296913147, 0.33...\n", - "transmembrane protease serine 2 [0.06274139881134033, 0.503814697265625, 0.445...\n", + "candida parapsilosis [-0.18134233355522156, 0.14365115761756897, 0....\n", + "ciliated bronchial epithelial cell [-0.6209977865219116, 0.2375614047050476, 0.00...\n", + "cystic fibrosis pulmonary exacerbation [-0.1944447010755539, 0.06318975239992142, 0.1...\n", + "caax prenyl protease 2 [-0.2207261174917221, -0.071625716984272, 0.11...\n", + "transmembrane protease serine 2 [-0.40691250562667847, 0.07031852006912231, 0....\n", "\n", "[1000 rows x 1 columns]" ] @@ -1546,6 +1597,7 @@ }, { "cell_type": "markdown", + "id": "c58d9827", "metadata": {}, "source": [ "Let us add the embedding vectors obtained using different models as node properties of our graph." @@ -1554,6 +1606,7 @@ { "cell_type": "code", "execution_count": 33, + "id": "0a71fab7", "metadata": {}, "outputs": [], "source": [ @@ -1564,6 +1617,7 @@ { "cell_type": "code", "execution_count": 34, + "id": "5b5e71c9", "metadata": {}, "outputs": [], "source": [ @@ -1574,6 +1628,7 @@ { "cell_type": "code", "execution_count": 35, + "id": "51f9b43d", "metadata": {}, "outputs": [], "source": [ @@ -1584,6 +1639,7 @@ { "cell_type": "code", "execution_count": 36, + "id": "84123e14", "metadata": { "scrolled": false }, @@ -1632,45 +1688,45 @@ " [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...\n", " Entity\n", " ORGAN\n", - " [-0.11484251916408539, 0.2697576880455017, -0....\n", - " [0.011372953653335571, 0.01698356866836548, 0....\n", - " [0.02679600566625595, 0.02361087128520012, 0.0...\n", + " [0.13196799159049988, -0.23611457645893097, 0....\n", + " [0.034921467304229736, 0.016040265560150146, 0...\n", + " [0.01300269179046154, 0.0, 0.03357855603098869...\n", " \n", " \n", " host\n", " [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...\n", " Entity\n", " ORGANISM\n", - " [0.07598941028118134, 0.4049169719219208, 0.28...\n", - " [0.046642571687698364, 0.032147228717803955, 0...\n", - " [0.03214546665549278, 0.0, 0.0, 0.000338085927...\n", + " [-0.6323956847190857, 0.36397579312324524, -0....\n", + " [0.07983770966529846, 0.02787071466445923, 0.0...\n", + " [0.0, 0.0, 0.028662730008363724, 0.00578320631...\n", " \n", " \n", " surfactant protein d measurement\n", " [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...\n", " Entity\n", " PROTEIN\n", - " [0.04849686846137047, 0.5111294388771057, 0.42...\n", - " [0.030358076095581055, 0.015190362930297852, 0...\n", - " [0.022115424275398254, 0.0, 0.0, 0.0, 0.022447...\n", + " [-0.5495556592941284, 0.14938104152679443, 0.0...\n", + " [0.026128143072128296, 0.030555397272109985, 0...\n", + " [0.0, 0.0, 0.02776358649134636, 0.005184333305...\n", " \n", " \n", " microorganism\n", " [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...\n", " Entity\n", " ORGANISM\n", - " [-0.10245834290981293, 0.21136833727359772, -0...\n", - " [0.0819171667098999, 0.09705746173858643, 0.05...\n", - " [0.04545750468969345, 0.0, 0.0, 0.0, 0.0356143...\n", + " [-0.4700668454170227, 0.5236756801605225, 0.14...\n", + " [0.2282787561416626, 0.05689656734466553, 0.07...\n", + " [0.0, 0.0, 0.04060275852680206, 0.0, 0.0, 0.05...\n", " \n", " \n", " lung\n", " [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...\n", " Entity\n", " ORGAN\n", - " [-0.030864765867590904, 0.33841079473495483, 0...\n", - " [0.017723888158798218, 0.011589348316192627, 0...\n", - " [0.02352488413453102, 0.010659581050276756, 0....\n", + " [-0.2819957435131073, 0.08759381622076035, 0.0...\n", + " [0.01818174123764038, 0.014254063367843628, 0....\n", + " [0.0, 0.0, 0.03078138828277588, 0.008552972227...\n", " \n", " \n", " ...\n", @@ -1686,45 +1742,45 @@ " [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...\n", " Entity\n", " ORGANISM\n", - " [-0.1734621375799179, 0.22384271025657654, -0....\n", - " [0.04590162634849548, 0.18919211626052856, 0.0...\n", - " [0.03051687777042389, 0.0, 0.0, 0.0, 0.0246775...\n", + " [-0.18134233355522156, 0.14365115761756897, 0....\n", + " [0.373728483915329, 0.05336388945579529, 0.090...\n", + " [0.0, 0.0, 0.02676139771938324, 0.0, 0.0, 0.03...\n", " \n", " \n", " ciliated bronchial epithelial cell\n", " [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...\n", " Entity\n", " CELL_TYPE\n", - " [0.07948779314756393, 0.5079295039176941, 0.44...\n", - " [0.008184999227523804, 0.015429139137268066, 0...\n", - " [0.024745048955082893, 0.0, 0.0, 0.0, 0.024314...\n", + " [-0.6209977865219116, 0.2375614047050476, 0.00...\n", + " [0.03760749101638794, 0.00703778862953186, 0.0...\n", + " [0.0, 0.0, 0.032069120556116104, 0.00537745608...\n", " \n", " \n", " cystic fibrosis pulmonary exacerbation\n", " [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...\n", " Entity\n", " DISEASE\n", - " [-0.08426730334758759, 0.25626856088638306, -0...\n", - " [0.06886047124862671, 0.0787685215473175, 0.08...\n", - " [0.026181312277913094, 0.005016176495701075, 0...\n", + " [-0.1944447010755539, 0.06318975239992142, 0.1...\n", + " [0.10799965262413025, 0.07695361971855164, 0.0...\n", + " [0.0, 0.0, 0.031117763370275497, 0.0, 0.0, 0.0...\n", " \n", " \n", " caax prenyl protease 2\n", " [0.0, 0.0, 0.3198444339599345, 0.0, 0.0, 0.0, ...\n", " Entity\n", " PROTEIN\n", - " [0.03700694069266319, 0.4388614296913147, 0.33...\n", - " [0.03745073080062866, 0.007027477025985718, 0....\n", - " [0.024919874966144562, 0.00029019732028245926,...\n", + " [-0.2207261174917221, -0.071625716984272, 0.11...\n", + " [0.006837755441665649, 0.01296880841255188, 0....\n", + " [0.010648305527865887, 0.0, 0.0312722884118557...\n", " \n", " \n", " transmembrane protease serine 2\n", " [0.0, 0.0, 0.2853086240289885, 0.0, 0.0, 0.0, ...\n", " Entity\n", " PROTEIN\n", - " [0.06274139881134033, 0.503814697265625, 0.445...\n", - " [0.0601753294467926, 0.007696628570556641, 0.0...\n", - " [0.022362036630511284, 0.0, 0.0, 0.0, 0.024464...\n", + " [-0.40691250562667847, 0.07031852006912231, 0....\n", + " [0.00615808367729187, 0.02638322114944458, 0.0...\n", + " [0.0, 0.0, 0.03197368606925011, 0.010241100564...\n", " \n", " \n", "\n", @@ -1762,45 +1818,45 @@ "\n", " node2vec \\\n", "@id \n", - "pulmonary [-0.11484251916408539, 0.2697576880455017, -0.... \n", - "host [0.07598941028118134, 0.4049169719219208, 0.28... \n", - "surfactant protein d measurement [0.04849686846137047, 0.5111294388771057, 0.42... \n", - "microorganism [-0.10245834290981293, 0.21136833727359772, -0... \n", - "lung [-0.030864765867590904, 0.33841079473495483, 0... \n", + "pulmonary [0.13196799159049988, -0.23611457645893097, 0.... \n", + "host [-0.6323956847190857, 0.36397579312324524, -0.... \n", + "surfactant protein d measurement [-0.5495556592941284, 0.14938104152679443, 0.0... \n", + "microorganism [-0.4700668454170227, 0.5236756801605225, 0.14... \n", + "lung [-0.2819957435131073, 0.08759381622076035, 0.0... \n", "... ... \n", - "candida parapsilosis [-0.1734621375799179, 0.22384271025657654, -0.... \n", - "ciliated bronchial epithelial cell [0.07948779314756393, 0.5079295039176941, 0.44... \n", - "cystic fibrosis pulmonary exacerbation [-0.08426730334758759, 0.25626856088638306, -0... \n", - "caax prenyl protease 2 [0.03700694069266319, 0.4388614296913147, 0.33... \n", - "transmembrane protease serine 2 [0.06274139881134033, 0.503814697265625, 0.445... \n", + "candida parapsilosis [-0.18134233355522156, 0.14365115761756897, 0.... \n", + "ciliated bronchial epithelial cell [-0.6209977865219116, 0.2375614047050476, 0.00... \n", + "cystic fibrosis pulmonary exacerbation [-0.1944447010755539, 0.06318975239992142, 0.1... \n", + "caax prenyl protease 2 [-0.2207261174917221, -0.071625716984272, 0.11... \n", + "transmembrane protease serine 2 [-0.40691250562667847, 0.07031852006912231, 0.... \n", "\n", " attri2vec \\\n", "@id \n", - "pulmonary [0.011372953653335571, 0.01698356866836548, 0.... \n", - "host [0.046642571687698364, 0.032147228717803955, 0... \n", - "surfactant protein d measurement [0.030358076095581055, 0.015190362930297852, 0... \n", - "microorganism [0.0819171667098999, 0.09705746173858643, 0.05... \n", - "lung [0.017723888158798218, 0.011589348316192627, 0... \n", + "pulmonary [0.034921467304229736, 0.016040265560150146, 0... \n", + "host [0.07983770966529846, 0.02787071466445923, 0.0... \n", + "surfactant protein d measurement [0.026128143072128296, 0.030555397272109985, 0... \n", + "microorganism [0.2282787561416626, 0.05689656734466553, 0.07... \n", + "lung [0.01818174123764038, 0.014254063367843628, 0.... \n", "... ... \n", - "candida parapsilosis [0.04590162634849548, 0.18919211626052856, 0.0... \n", - "ciliated bronchial epithelial cell [0.008184999227523804, 0.015429139137268066, 0... \n", - "cystic fibrosis pulmonary exacerbation [0.06886047124862671, 0.0787685215473175, 0.08... \n", - "caax prenyl protease 2 [0.03745073080062866, 0.007027477025985718, 0.... \n", - "transmembrane protease serine 2 [0.0601753294467926, 0.007696628570556641, 0.0... \n", + "candida parapsilosis [0.373728483915329, 0.05336388945579529, 0.090... \n", + "ciliated bronchial epithelial cell [0.03760749101638794, 0.00703778862953186, 0.0... \n", + "cystic fibrosis pulmonary exacerbation [0.10799965262413025, 0.07695361971855164, 0.0... \n", + "caax prenyl protease 2 [0.006837755441665649, 0.01296880841255188, 0.... \n", + "transmembrane protease serine 2 [0.00615808367729187, 0.02638322114944458, 0.0... \n", "\n", " gcn_dgi \n", "@id \n", - "pulmonary [0.02679600566625595, 0.02361087128520012, 0.0... \n", - "host [0.03214546665549278, 0.0, 0.0, 0.000338085927... \n", - "surfactant protein d measurement [0.022115424275398254, 0.0, 0.0, 0.0, 0.022447... \n", - "microorganism [0.04545750468969345, 0.0, 0.0, 0.0, 0.0356143... \n", - "lung [0.02352488413453102, 0.010659581050276756, 0.... \n", + "pulmonary [0.01300269179046154, 0.0, 0.03357855603098869... \n", + "host [0.0, 0.0, 0.028662730008363724, 0.00578320631... \n", + "surfactant protein d measurement [0.0, 0.0, 0.02776358649134636, 0.005184333305... \n", + "microorganism [0.0, 0.0, 0.04060275852680206, 0.0, 0.0, 0.05... \n", + "lung [0.0, 0.0, 0.03078138828277588, 0.008552972227... \n", "... ... \n", - "candida parapsilosis [0.03051687777042389, 0.0, 0.0, 0.0, 0.0246775... \n", - "ciliated bronchial epithelial cell [0.024745048955082893, 0.0, 0.0, 0.0, 0.024314... \n", - "cystic fibrosis pulmonary exacerbation [0.026181312277913094, 0.005016176495701075, 0... \n", - "caax prenyl protease 2 [0.024919874966144562, 0.00029019732028245926,... \n", - "transmembrane protease serine 2 [0.022362036630511284, 0.0, 0.0, 0.0, 0.024464... \n", + "candida parapsilosis [0.0, 0.0, 0.02676139771938324, 0.0, 0.0, 0.03... \n", + "ciliated bronchial epithelial cell [0.0, 0.0, 0.032069120556116104, 0.00537745608... \n", + "cystic fibrosis pulmonary exacerbation [0.0, 0.0, 0.031117763370275497, 0.0, 0.0, 0.0... \n", + "caax prenyl protease 2 [0.010648305527865887, 0.0, 0.0312722884118557... \n", + "transmembrane protease serine 2 [0.0, 0.0, 0.03197368606925011, 0.010241100564... \n", "\n", "[1000 rows x 6 columns]" ] @@ -1816,6 +1872,7 @@ }, { "cell_type": "markdown", + "id": "b1b569be", "metadata": {}, "source": [ "### Plotting the embeddings\n", @@ -1826,6 +1883,7 @@ { "cell_type": "code", "execution_count": 37, + "id": "d8596e24", "metadata": {}, "outputs": [], "source": [ @@ -1835,6 +1893,7 @@ { "cell_type": "code", "execution_count": 38, + "id": "720423de", "metadata": {}, "outputs": [], "source": [ @@ -1844,6 +1903,7 @@ { "cell_type": "code", "execution_count": 39, + "id": "5c43d5d7", "metadata": {}, "outputs": [], "source": [ @@ -1852,6 +1912,7 @@ }, { "cell_type": "markdown", + "id": "a56b9e0c", "metadata": {}, "source": [ "We can now plot these 2D vectors using the `plot_2d` util provided by `bluegraph`." @@ -1860,11 +1921,12 @@ { "cell_type": "code", "execution_count": 40, + "id": "4b3100bf", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -1882,11 +1944,12 @@ { "cell_type": "code", "execution_count": 41, + "id": "f92d807a", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -1904,13 +1967,14 @@ { "cell_type": "code", "execution_count": 42, + "id": "9bb3f4de", "metadata": { "scrolled": false }, "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "
" ] @@ -1927,6 +1991,7 @@ }, { "cell_type": "markdown", + "id": "0cc668dc", "metadata": {}, "source": [ "### Node similarity" @@ -1934,6 +1999,7 @@ }, { "cell_type": "markdown", + "id": "62295d99", "metadata": {}, "source": [ "We would like to be able to search for similar nodes using the computed vector embeddings. For this we can use the `NodeSimilarityProcessor` interfaces provided as a part of `bluegraph`." @@ -1941,6 +2007,7 @@ }, { "cell_type": "markdown", + "id": "e00c99d5", "metadata": {}, "source": [ "We construct similarity processors for different embeddings and query top 10 most similar nodes to the terms `glucose` and `covid-19`." @@ -1949,6 +2016,7 @@ { "cell_type": "code", "execution_count": 43, + "id": "095cfb5d", "metadata": {}, "outputs": [], "source": [ @@ -1960,31 +2028,32 @@ { "cell_type": "code", "execution_count": 44, + "id": "861f5917", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "{'glucose': {'glucose': 0.0,\n", - " 'metabolic syndrome': 0.014310974,\n", - " 'metabolic disorder': 0.02164137,\n", - " 'high density lipoprotein': 0.03668686,\n", - " 'metformin': 0.037920028,\n", - " 'hyperglycemia': 0.040885676,\n", - " 'glycosylated hemoglobin measurement': 0.06038039,\n", - " 'obesity': 0.064796254,\n", - " 'citrate': 0.06597613,\n", - " 'organic phosphate': 0.066444114},\n", - " 'covid-19': {'covid-19': 0.0,\n", - " 'sars-cov-2': 0.046953723,\n", - " 'coronavirus': 0.06871553,\n", - " 'severe acute respiratory syndrome': 0.070610926,\n", - " 'ace inhibitor': 0.07361235,\n", - " 'person': 0.08198258,\n", - " 'gas exchanger device': 0.09038474,\n", - " 'middle east respiratory syndrome': 0.09637199,\n", - " 'angiotensin ii receptor antagonist': 0.1136456,\n", - " 'chronic disease': 0.11859228}}" + "{'glucose': {0.0: 'glucose',\n", + " 0.016042586: 'diabetic nephropathy',\n", + " 0.020855632: 'nonalcoholic fatty liver disease',\n", + " 0.020919867: 'hyperglycemia',\n", + " 0.027952814: 'metabolic syndrome',\n", + " 0.04255097: 'visceral',\n", + " 0.049424335: 'obesity',\n", + " 0.05932623: 'citrate',\n", + " 0.061201043: 'tissue factor',\n", + " 0.06682069: 'liver and intrahepatic bile duct disorder'},\n", + " 'covid-19': {0.0: 'covid-19',\n", + " 0.023866901: 'fatal',\n", + " 0.049039844: 'procalcitonin measurement',\n", + " 0.05976087: 'acute respiratory distress syndrome',\n", + " 0.08363058: 'neuromuscular',\n", + " 0.08448325: 'sterile',\n", + " 0.084664375: 'hydroxychloroquine',\n", + " 0.103314176: 'tidal volume',\n", + " 0.10976424: 'caspase-5',\n", + " 0.11111233: 'status epilepticus'}}" ] }, "execution_count": 44, @@ -1993,37 +2062,38 @@ } ], "source": [ - "node2vec_l2.get_similar_nodes([\"glucose\", \"covid-19\"], k=10)" + "node2vec_l2.get_neighbors([\"glucose\", \"covid-19\"], k=10)" ] }, { "cell_type": "code", "execution_count": 45, + "id": "8374c5d3", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "{'glucose': {'glucose': 1.0,\n", - " 'metabolic syndrome': 0.99740076,\n", - " 'high density lipoprotein': 0.9963473,\n", - " 'metabolic disorder': 0.99593985,\n", - " 'metformin': 0.9925702,\n", - " 'hyperglycemia': 0.99227124,\n", - " 'plaque': 0.9886697,\n", - " 'glycosylated hemoglobin measurement': 0.98725927,\n", - " 'tissue factor': 0.986852,\n", - " 'organic phosphate': 0.9863991},\n", - " 'covid-19': {'covid-19': 1.0,\n", - " 'sars-cov-2': 0.9907962,\n", - " 'coronavirus': 0.98762804,\n", - " 'severe acute respiratory syndrome': 0.9854877,\n", - " 'ace inhibitor': 0.984706,\n", - " 'person': 0.9833803,\n", - " 'gas exchanger device': 0.98083824,\n", - " 'middle east respiratory syndrome': 0.9802362,\n", - " 'chronic disease': 0.9778568,\n", - " 'angiotensin ii receptor antagonist': 0.9759309}}" + "{'glucose': {0.99999994: 'glucose',\n", + " 0.99718344: 'diabetic nephropathy',\n", + " 0.9968226: 'hyperglycemia',\n", + " 0.9958539: 'nonalcoholic fatty liver disease',\n", + " 0.9947761: 'metabolic syndrome',\n", + " 0.99151814: 'visceral',\n", + " 0.991088: 'respiration',\n", + " 0.9901221: 'obesity',\n", + " 0.9887427: 'liver and intrahepatic bile duct disorder',\n", + " 0.9885775: 'citrate'},\n", + " 'covid-19': {1.0: 'covid-19',\n", + " 0.99730766: 'fatal',\n", + " 0.9942852: 'procalcitonin measurement',\n", + " 0.9897085: 'acute respiratory distress syndrome',\n", + " 0.98890024: 'chronic obstructive pulmonary disease',\n", + " 0.9888062: 'sterile',\n", + " 0.98763454: 'neuromuscular',\n", + " 0.98537326: 'hydroxychloroquine',\n", + " 0.98534656: 'lopinavir/ritonavir',\n", + " 0.98470575: 'pulmonary'}}" ] }, "execution_count": 45, @@ -2032,12 +2102,13 @@ } ], "source": [ - "node2vec_cosine.get_similar_nodes([\"glucose\", \"covid-19\"], k=10)" + "node2vec_cosine.get_neighbors([\"glucose\", \"covid-19\"], k=10)" ] }, { "cell_type": "code", "execution_count": 46, + "id": "8bbd0fe3", "metadata": {}, "outputs": [], "source": [ @@ -2049,31 +2120,32 @@ { "cell_type": "code", "execution_count": 47, + "id": "1e42832a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "{'glucose': {'glucose': 0.0,\n", - " 'stroma': 0.009468369,\n", - " 'autosome': 0.010928787,\n", - " 'immunoglobulin': 0.01155513,\n", - " 'axon': 0.011608841,\n", - " 'animal': 0.011933647,\n", - " 'amino acid': 0.012379877,\n", - " 'intestine': 0.012402505,\n", - " 'serine protease': 0.013391947,\n", - " 'transaminase': 0.013426815},\n", - " 'covid-19': {'covid-19': 0.0,\n", - " 'pleural effusion': 0.00048487444,\n", - " 'pulmonary edema': 0.00061302294,\n", - " 'vasculitis': 0.00067740935,\n", - " 'autoimmune disease': 0.00070353015,\n", - " 'chronic obstructive pulmonary disease': 0.00081234216,\n", - " 'dopamine': 0.00097498356,\n", - " 'h1n1 influenza': 0.0010924524,\n", - " 'osteoporosis': 0.0011811603,\n", - " 'glutamine': 0.0012028639}}" + "{'glucose': {0.0: 'glucose',\n", + " 0.0071316347: 'digestion',\n", + " 0.00823471: 'hepatocellular',\n", + " 0.0091231465: 'adipose tissue',\n", + " 0.010375342: 'axon',\n", + " 0.010453261: 'hemoglobin',\n", + " 0.010671802: 'bile',\n", + " 0.0106950635: 'vitamin',\n", + " 0.011250288: 'tissue',\n", + " 0.011955512: 'small intestine'},\n", + " 'covid-19': {0.0: 'covid-19',\n", + " 0.00061282323: 'chronic obstructive pulmonary disease',\n", + " 0.0009526084: 'vasculitis',\n", + " 0.0009802075: 'pulmonary edema',\n", + " 0.0010977304: 'liver failure',\n", + " 0.0011182561: 'inflammatory disorder',\n", + " 0.0011229385: 'parenteral',\n", + " 0.0012357396: 'osteoporosis',\n", + " 0.001249002: 'h1n1 influenza',\n", + " 0.0012659363: 'morphine'}}" ] }, "execution_count": 47, @@ -2082,12 +2154,13 @@ } ], "source": [ - "attri2vec_l2.get_similar_nodes([\"glucose\", \"covid-19\"], k=10)" + "attri2vec_l2.get_neighbors([\"glucose\", \"covid-19\"], k=10)" ] }, { "cell_type": "code", "execution_count": 48, + "id": "82af3aa6", "metadata": { "scrolled": true }, @@ -2095,26 +2168,26 @@ { "data": { "text/plain": [ - "{'glucose': {'glucose': 1.0,\n", - " 'degradation': 0.9753926,\n", - " 'stroma': 0.97192746,\n", - " 'ulcer': 0.97184235,\n", - " 'mucosa': 0.9710687,\n", - " 'electrolytes': 0.97009075,\n", - " 'chloride ion': 0.970086,\n", - " 'cell': 0.969141,\n", - " 'dehydration': 0.96912795,\n", - " 'pericyte': 0.9686631},\n", - " 'covid-19': {'covid-19': 1.0,\n", - " 'severe acute respiratory syndrome': 0.97823393,\n", - " 'middle east respiratory syndrome': 0.977093,\n", - " 'respiratory system disorder': 0.96996945,\n", - " 'septicemia': 0.9699439,\n", - " 'h1n1 influenza': 0.96930873,\n", - " 'middle east respiratory syndrome coronavirus': 0.9669094,\n", - " 'wheezing': 0.9659238,\n", - " 'dengue fever': 0.96462774,\n", - " 'pleural effusion': 0.96419966}}" + "{'glucose': {1.0: 'glucose',\n", + " 0.9778094: 'digestion',\n", + " 0.97610795: 'degradation',\n", + " 0.97395945: 'creatine',\n", + " 0.9727266: 'hepatocellular',\n", + " 0.9708393: 'adipose tissue',\n", + " 0.9704221: 'vitamin',\n", + " 0.9702778: 'astrocyte',\n", + " 0.9700098: 'hematopoietic stem cell',\n", + " 0.9698795: 'lymph node'},\n", + " 'covid-19': {1.0: 'covid-19',\n", + " 0.97816277: 'severe acute respiratory syndrome',\n", + " 0.9777578: 'middle east respiratory syndrome',\n", + " 0.9767103: 'respiratory failure',\n", + " 0.97613215: 'childhood-onset systemic lupus erythematosus',\n", + " 0.97379327: 'h1n1 influenza',\n", + " 0.9727: 'dengue fever',\n", + " 0.9719033: 'chronic obstructive pulmonary disease',\n", + " 0.97159684: 'arthritis',\n", + " 0.9704671: 'delirium'}}" ] }, "execution_count": 48, @@ -2123,12 +2196,13 @@ } ], "source": [ - "attri2vec_cosine.get_similar_nodes([\"glucose\", \"covid-19\"], k=10)" + "attri2vec_cosine.get_neighbors([\"glucose\", \"covid-19\"], k=10)" ] }, { "cell_type": "code", "execution_count": 49, + "id": "54b151ff", "metadata": {}, "outputs": [], "source": [ @@ -2140,31 +2214,32 @@ { "cell_type": "code", "execution_count": 50, + "id": "73e3ba7c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "{'glucose': {'glucose': 0.0,\n", - " 'glucose tolerance test': 0.0029790646,\n", - " 'high density lipoprotein': 0.004179284,\n", - " 'triglycerides': 0.004231677,\n", - " 'insulin': 0.0042698896,\n", - " 'organic phosphate': 0.0058562914,\n", - " 'cholesterol': 0.0058661983,\n", - " 'diabetic nephropathy': 0.0062935883,\n", - " 'calcium': 0.006875459,\n", - " 'uric acid': 0.0068798824},\n", - " 'covid-19': {'covid-19': 0.0,\n", - " 'coronavirus': 0.00092743034,\n", - " 'fatal': 0.0029443386,\n", - " 'acute respiratory distress syndrome': 0.0030410388,\n", - " 'sars-cov-2': 0.0049313493,\n", - " 'cardiac valve injury': 0.0050265756,\n", - " 'myocarditis': 0.005094906,\n", - " 'angiotensin ii receptor antagonist': 0.005249212,\n", - " 'severe acute respiratory syndrome': 0.005326599,\n", - " 'middle east respiratory syndrome': 0.0061835423}}" + "{'glucose': {0.0: 'glucose',\n", + " 0.0030039286: 'glucose tolerance test',\n", + " 0.0034940867: 'triglycerides',\n", + " 0.003617311: 'insulin',\n", + " 0.0036187829: 'high density lipoprotein',\n", + " 0.004899253: 'cholesterol',\n", + " 0.0056207227: 'organic phosphate',\n", + " 0.0057664528: 'uric acid',\n", + " 0.0058270395: 'fetus',\n", + " 0.006129055: 'diabetic nephropathy'},\n", + " 'covid-19': {0.0: 'covid-19',\n", + " 0.0009082245: 'coronavirus',\n", + " 0.002618216: 'fatal',\n", + " 0.0026699416: 'acute respiratory distress syndrome',\n", + " 0.0042233844: 'sars-cov-2',\n", + " 0.004636312: 'severe acute respiratory syndrome',\n", + " 0.004916654: 'middle east respiratory syndrome',\n", + " 0.005095474: 'myocarditis',\n", + " 0.0056914845: 'angiotensin ii receptor antagonist',\n", + " 0.0057702293: 'cardiac valve injury'}}" ] }, "execution_count": 50, @@ -2173,12 +2248,13 @@ } ], "source": [ - "gcn_l2.get_similar_nodes([\"glucose\", \"covid-19\"], k=10)" + "gcn_l2.get_neighbors([\"glucose\", \"covid-19\"], k=10)" ] }, { "cell_type": "code", "execution_count": 51, + "id": "e9cab8d3", "metadata": { "scrolled": true }, @@ -2186,26 +2262,26 @@ { "data": { "text/plain": [ - "{'glucose': {'glucose': 1.0,\n", - " 'glucose tolerance test': 0.9812847,\n", - " 'cholesterol': 0.9809156,\n", - " 'insulin': 0.9803098,\n", - " 'triglycerides': 0.97919875,\n", - " 'high density lipoprotein': 0.9767054,\n", - " 'low density lipoprotein': 0.9718623,\n", - " 'plasma': 0.96984684,\n", - " 'atherosclerosis': 0.9675857,\n", - " 'diabetic nephropathy': 0.9660597},\n", - " 'covid-19': {'covid-19': 1.0,\n", - " 'coronavirus': 0.9957595,\n", - " 'fatal': 0.9880442,\n", - " 'acute respiratory distress syndrome': 0.98634124,\n", - " 'angiotensin ii receptor antagonist': 0.9784541,\n", - " 'sars-cov-2': 0.97769195,\n", - " 'cardiac valve injury': 0.97702265,\n", - " 'myocarditis': 0.9765818,\n", - " 'severe acute respiratory syndrome': 0.9762689,\n", - " 'cardiovascular disorder': 0.97257257}}" + "{'glucose': {1.0000001: 'glucose',\n", + " 0.98359084: 'triglycerides',\n", + " 0.9822164: 'cholesterol',\n", + " 0.981979: 'insulin',\n", + " 0.98167336: 'glucose tolerance test',\n", + " 0.979028: 'high density lipoprotein',\n", + " 0.9727696: 'low density lipoprotein',\n", + " 0.9723866: 'plasma',\n", + " 0.97019887: 'skeletal muscle tissue',\n", + " 0.9700538: 'atherosclerosis'},\n", + " 'covid-19': {0.99999994: 'covid-19',\n", + " 0.99609506: 'coronavirus',\n", + " 0.9897146: 'fatal',\n", + " 0.98897403: 'acute respiratory distress syndrome',\n", + " 0.98260605: 'sars-cov-2',\n", + " 0.980789: 'severe acute respiratory syndrome',\n", + " 0.9791904: 'middle east respiratory syndrome',\n", + " 0.97802055: 'myocarditis',\n", + " 0.97669864: 'angiotensin ii receptor antagonist',\n", + " 0.9753277: 'sars coronavirus'}}" ] }, "execution_count": 51, @@ -2214,11 +2290,12 @@ } ], "source": [ - "gcn_cosine.get_similar_nodes([\"glucose\", \"covid-19\"], k=10)" + "gcn_cosine.get_neighbors([\"glucose\", \"covid-19\"], k=10)" ] }, { "cell_type": "markdown", + "id": "12c14f42", "metadata": {}, "source": [ "### Node clustering\n", @@ -2231,15 +2308,7 @@ { "cell_type": "code", "execution_count": 52, - "metadata": {}, - "outputs": [], - "source": [ - "from sklearn import mixture" - ] - }, - { - "cell_type": "code", - "execution_count": 53, + "id": "8e81d030", "metadata": {}, "outputs": [], "source": [ @@ -2248,7 +2317,8 @@ }, { "cell_type": "code", - "execution_count": 54, + "execution_count": 53, + "id": "847aece2", "metadata": {}, "outputs": [], "source": [ @@ -2259,7 +2329,8 @@ }, { "cell_type": "code", - "execution_count": 55, + "execution_count": 54, + "id": "e93afbb4", "metadata": {}, "outputs": [], "source": [ @@ -2270,7 +2341,8 @@ }, { "cell_type": "code", - "execution_count": 56, + "execution_count": 55, + "id": "9e3fa128", "metadata": {}, "outputs": [], "source": [ @@ -2281,6 +2353,7 @@ }, { "cell_type": "markdown", + "id": "c4cebd1e", "metadata": {}, "source": [ "Below we inspect the most frequent cluster members." @@ -2288,7 +2361,8 @@ }, { "cell_type": "code", - "execution_count": 57, + "execution_count": 56, + "id": "f6cacb4d", "metadata": {}, "outputs": [], "source": [ @@ -2301,36 +2375,31 @@ }, { "cell_type": "code", - "execution_count": 58, + "execution_count": 57, + "id": "a9dc44ac", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "#0: blood, heart, pulmonary, death, renal, hypertension, cardiovascular system, person, oral cavity, fever\n", - "#1: lung, liver, survival, virus, brain, glucose, cancer, serum, obesity, plasma\n", - "#2: human, mouse, inflammation, animal, cytokine, interleukin-6, dna, tissue, antibody, proliferation\n", - "#3: bacteria, antibiotic, pneumonia, escherichia coli, staphylococcus aureus, pathogen, klebsiella pneumoniae, microorganism, mucoid pseudomonas aeruginosa, organism\n", - "#4: covid-19, infectious disorder, diabetes mellitus, sars-cov-2, kidney, dog, septicemia, respiratory system, organ, coronavirus\n" + "#0: blood, heart, pulmonary, death, renal, hypertension, cardiovascular system, septicemia, oral cavity, fever\n", + "#1: lung, survival, cancer, organ, plasma, angiotensin-converting enzyme 2, vascular, insulin, neutrophil, antibody\n", + "#2: bacteria, antibiotic, pneumonia, escherichia coli, staphylococcus aureus, pathogen, klebsiella pneumoniae, microorganism, mucoid pseudomonas aeruginosa, organism\n", + "#3: human, mouse, inflammation, animal, cytokine, interleukin-6, neoplasm, dna, tissue, proliferation\n", + "#4: covid-19, infectious disorder, diabetes mellitus, sars-cov-2, liver, virus, brain, glucose, kidney, serum\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "/Users/oshurko/opt/anaconda3/envs/bluegraph/lib/python3.6/site-packages/pandas/core/indexing.py:1596: SettingWithCopyWarning: \n", - "A value is trying to be set on a copy of a slice from a DataFrame.\n", - "Try using .loc[row_indexer,col_indexer] = value instead\n", - "\n", - "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", - " self.obj[key] = _infer_fill_value(value)\n", - "/Users/oshurko/opt/anaconda3/envs/bluegraph/lib/python3.6/site-packages/pandas/core/indexing.py:1743: SettingWithCopyWarning: \n", + "/Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/pandas/core/indexing.py:1667: SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", - " isetter(ilocs[0], value)\n" + " self.obj[key] = value\n" ] } ], @@ -2340,18 +2409,19 @@ }, { "cell_type": "code", - "execution_count": 59, + "execution_count": 58, + "id": "2c34db3d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "#0: covid-19, blood, infectious disorder, heart, diabetes mellitus, lung, sars-cov-2, mouse, pulmonary, bacteria\n", - "#1: dog, cat, water, depression, horse, anxiety, nasal, subarachnoid hemorrhage, proximal, brother\n", - "#2: death, person, urine, proliferation, molecule, lower, failure, intestinal, transfer, organism\n", - "#3: antibiotic, escherichia coli, staphylococcus aureus, klebsiella pneumoniae, mucoid pseudomonas aeruginosa, vancomycin, pseudomonas aeruginosa, ciprofloxacin, bacterial infection, staphylococcus\n", - "#4: human, renal, survival, brain, hypertension, obesity, respiratory system, oral cavity, fever, injury\n" + "#0: antibiotic, escherichia coli, staphylococcus aureus, klebsiella pneumoniae, mucoid pseudomonas aeruginosa, vancomycin, pseudomonas aeruginosa, ciprofloxacin, community-acquired pneumonia, staphylococcus\n", + "#1: human, renal, survival, brain, hypertension, obesity, respiratory system, oral cavity, injury, oxygen\n", + "#2: death, person, proliferation, molecule, lower, failure, intestinal, transfer, organism, sterile\n", + "#3: dog, cat, water, depression, horse, anxiety, nasal, subarachnoid hemorrhage, proximal, brother\n", + "#4: covid-19, blood, infectious disorder, heart, diabetes mellitus, lung, sars-cov-2, mouse, pulmonary, bacteria\n" ] } ], @@ -2361,18 +2431,19 @@ }, { "cell_type": "code", - "execution_count": 60, + "execution_count": 59, + "id": "8c957f67", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "#0: covid-19, blood, heart, diabetes mellitus, pulmonary, death, renal, hypertension, cardiovascular system, dog\n", - "#1: bacteria, antibiotic, escherichia coli, staphylococcus aureus, pathogen, klebsiella pneumoniae, microorganism, mucoid pseudomonas aeruginosa, organism, sputum\n", - "#2: human, mouse, inflammation, animal, cytokine, plasma, interleukin-6, neoplasm, dna, tissue\n", - "#3: lung, sars-cov-2, liver, survival, virus, brain, glucose, kidney, cancer, serum\n", - "#4: infectious disorder, respiratory system, oral cavity, pneumonia, skin, fever, cystic fibrosis, urine, central nervous system, human immunodeficiency virus\n" + "#0: lung, sars-cov-2, liver, survival, virus, brain, glucose, kidney, cancer, serum\n", + "#1: covid-19, blood, heart, diabetes mellitus, pulmonary, death, renal, hypertension, cardiovascular system, dog\n", + "#2: bacteria, antibiotic, escherichia coli, staphylococcus aureus, pathogen, klebsiella pneumoniae, microorganism, mucoid pseudomonas aeruginosa, organism, sputum\n", + "#3: infectious disorder, respiratory system, oral cavity, pneumonia, skin, fever, cystic fibrosis, urine, human immunodeficiency virus, influenza\n", + "#4: human, mouse, inflammation, animal, cytokine, plasma, interleukin-6, insulin, neoplasm, dna\n" ] } ], @@ -2382,6 +2453,7 @@ }, { "cell_type": "markdown", + "id": "8c8080bd", "metadata": {}, "source": [ "We can also use the previously `plot_2d` util and color our 2D nore representation according to the clusters they belong to." @@ -2389,12 +2461,13 @@ }, { "cell_type": "code", - "execution_count": 61, + "execution_count": 60, + "id": "1526b249", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -2411,12 +2484,13 @@ }, { "cell_type": "code", - "execution_count": 62, + "execution_count": 61, + "id": "64a0a9c3", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -2433,12 +2507,13 @@ }, { "cell_type": "code", - "execution_count": 63, + "execution_count": 62, + "id": "082a842d", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", "text/plain": [ "
" ] @@ -2455,6 +2530,7 @@ }, { "cell_type": "markdown", + "id": "f16a0916", "metadata": {}, "source": [ "### Node classification\n", @@ -2469,6 +2545,7 @@ }, { "cell_type": "markdown", + "id": "a76073cc", "metadata": {}, "source": [ "First of all, we split the graph nodes into the train and the test sets." @@ -2476,7 +2553,8 @@ }, { "cell_type": "code", - "execution_count": 64, + "execution_count": 63, + "id": "88dc505e", "metadata": {}, "outputs": [], "source": [ @@ -2486,6 +2564,7 @@ }, { "cell_type": "markdown", + "id": "8e601ff8", "metadata": {}, "source": [ "Now we use the `NodeClassifier` interface to create our classification models. As the base model we will use the linear SVM classifier (`LinearSVC`) provided by `scikit-learn`." @@ -2493,7 +2572,8 @@ }, { "cell_type": "code", - "execution_count": 65, + "execution_count": 64, + "id": "f403a8fe", "metadata": {}, "outputs": [], "source": [ @@ -2504,7 +2584,8 @@ }, { "cell_type": "code", - "execution_count": 66, + "execution_count": 65, + "id": "94ce56cb", "metadata": {}, "outputs": [], "source": [ @@ -2515,14 +2596,15 @@ }, { "cell_type": "code", - "execution_count": 67, + "execution_count": 66, + "id": "6bc61db1", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "/Users/oshurko/opt/anaconda3/envs/bluegraph/lib/python3.6/site-packages/sklearn/svm/_base.py:986: ConvergenceWarning: Liblinear failed to converge, increase the number of iterations.\n", + "/Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/sklearn/svm/_base.py:986: ConvergenceWarning: Liblinear failed to converge, increase the number of iterations.\n", " \"the number of iterations.\", ConvergenceWarning)\n" ] } @@ -2535,7 +2617,8 @@ }, { "cell_type": "code", - "execution_count": 68, + "execution_count": 67, + "id": "1650f136", "metadata": {}, "outputs": [], "source": [ @@ -2546,6 +2629,7 @@ }, { "cell_type": "markdown", + "id": "a6299922", "metadata": {}, "source": [ "Let us have a look at the scores of different node classification models we have produced." @@ -2553,7 +2637,8 @@ }, { "cell_type": "code", - "execution_count": 69, + "execution_count": 68, + "id": "a17265ba", "metadata": {}, "outputs": [], "source": [ @@ -2562,7 +2647,8 @@ }, { "cell_type": "code", - "execution_count": 70, + "execution_count": 69, + "id": "e1580f5b", "metadata": { "scrolled": true }, @@ -2570,14 +2656,14 @@ { "data": { "text/plain": [ - "{'accuracy': 0.595,\n", - " 'precision': 0.595,\n", - " 'recall': 0.595,\n", - " 'f1_score': 0.595,\n", - " 'roc_auc_score': 0.784575202581728}" + "{'accuracy': 0.59,\n", + " 'precision': 0.59,\n", + " 'recall': 0.59,\n", + " 'f1_score': 0.59,\n", + " 'roc_auc_score': 0.7847725250984877}" ] }, - "execution_count": 70, + "execution_count": 69, "metadata": {}, "output_type": "execute_result" } @@ -2588,20 +2674,21 @@ }, { "cell_type": "code", - "execution_count": 71, + "execution_count": 70, + "id": "1cf7cad5", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "{'accuracy': 0.415,\n", - " 'precision': 0.415,\n", - " 'recall': 0.415,\n", - " 'f1_score': 0.415,\n", - " 'roc_auc_score': 0.7080000038760804}" + "{'accuracy': 0.36,\n", + " 'precision': 0.36,\n", + " 'recall': 0.36,\n", + " 'f1_score': 0.36,\n", + " 'roc_auc_score': 0.6786980556614562}" ] }, - "execution_count": 71, + "execution_count": 70, "metadata": {}, "output_type": "execute_result" } @@ -2612,20 +2699,21 @@ }, { "cell_type": "code", - "execution_count": 72, + "execution_count": 71, + "id": "fa9dcf4d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "{'accuracy': 0.45,\n", - " 'precision': 0.45,\n", - " 'recall': 0.45,\n", - " 'f1_score': 0.45,\n", - " 'roc_auc_score': 0.7145481572306182}" + "{'accuracy': 0.46,\n", + " 'precision': 0.46,\n", + " 'recall': 0.46,\n", + " 'f1_score': 0.46,\n", + " 'roc_auc_score': 0.7230397763375269}" ] }, - "execution_count": 72, + "execution_count": 71, "metadata": {}, "output_type": "execute_result" } @@ -2636,20 +2724,21 @@ }, { "cell_type": "code", - "execution_count": 73, + "execution_count": 72, + "id": "a97045c9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "{'accuracy': 0.43,\n", - " 'precision': 0.43,\n", - " 'recall': 0.43,\n", - " 'f1_score': 0.42999999999999994,\n", - " 'roc_auc_score': 0.7106864506117908}" + "{'accuracy': 0.33,\n", + " 'precision': 0.33,\n", + " 'recall': 0.33,\n", + " 'f1_score': 0.33,\n", + " 'roc_auc_score': 0.6585176007116533}" ] }, - "execution_count": 73, + "execution_count": 72, "metadata": {}, "output_type": "execute_result" } @@ -2660,6 +2749,7 @@ }, { "cell_type": "markdown", + "id": "6a79cf60", "metadata": {}, "source": [ "## Link prediction" @@ -2667,6 +2757,7 @@ }, { "cell_type": "markdown", + "id": "eb984430", "metadata": {}, "source": [ "Finally, we would like to use the produced node embeddings to predict the existance of edges. This downstream task is formulated as follows: given a pair of nodes and their embedding vectors, is there an edge between these nodes?" @@ -2674,6 +2765,7 @@ }, { "cell_type": "markdown", + "id": "26cd9c68", "metadata": {}, "source": [ "As the first step of the edges prediciton task we will generate false edges for training (node pairs that don't have edges between them)." @@ -2681,7 +2773,8 @@ }, { "cell_type": "code", - "execution_count": 74, + "execution_count": 73, + "id": "4a6aab06", "metadata": {}, "outputs": [], "source": [ @@ -2690,6 +2783,7 @@ }, { "cell_type": "markdown", + "id": "a009718a", "metadata": {}, "source": [ "We will now split both true and false edges into training and test sets." @@ -2697,7 +2791,8 @@ }, { "cell_type": "code", - "execution_count": 75, + "execution_count": 74, + "id": "16defb3a", "metadata": {}, "outputs": [], "source": [ @@ -2707,7 +2802,8 @@ }, { "cell_type": "code", - "execution_count": 76, + "execution_count": 75, + "id": "f1007b5c", "metadata": {}, "outputs": [], "source": [ @@ -2717,6 +2813,7 @@ }, { "cell_type": "markdown", + "id": "0e7352de", "metadata": {}, "source": [ "And, finally, we will use the `EdgePredictor` interface to build our model (using `LinearSVC` as before and the Hadamard product as the binary operator between the embedding vectors for the source and the target nodes." @@ -2724,7 +2821,8 @@ }, { "cell_type": "code", - "execution_count": 77, + "execution_count": 76, + "id": "00f2e1b8", "metadata": {}, "outputs": [], "source": [ @@ -2735,7 +2833,8 @@ }, { "cell_type": "code", - "execution_count": 78, + "execution_count": 77, + "id": "7d6fa0c5", "metadata": {}, "outputs": [], "source": [ @@ -2746,7 +2845,8 @@ }, { "cell_type": "code", - "execution_count": 79, + "execution_count": 78, + "id": "6daebbaa", "metadata": {}, "outputs": [], "source": [ @@ -2755,6 +2855,7 @@ }, { "cell_type": "markdown", + "id": "97c0635d", "metadata": {}, "source": [ "Let us have a look at the obtained scores." @@ -2762,7 +2863,8 @@ }, { "cell_type": "code", - "execution_count": 80, + "execution_count": 79, + "id": "a3732c14", "metadata": { "scrolled": true }, @@ -2770,14 +2872,14 @@ { "data": { "text/plain": [ - "{'accuracy': 0.7374227805210636,\n", - " 'precision': 0.7374227805210636,\n", - " 'recall': 0.7374227805210636,\n", - " 'f1_score': 0.7374227805210636,\n", - " 'roc_auc_score': 0.6468160197027184}" + "{'accuracy': 0.7333526166814736,\n", + " 'precision': 0.7333526166814736,\n", + " 'recall': 0.7333526166814736,\n", + " 'f1_score': 0.7333526166814736,\n", + " 'roc_auc_score': 0.6407728790685658}" ] }, - "execution_count": 80, + "execution_count": 79, "metadata": {}, "output_type": "execute_result" } @@ -2788,6 +2890,7 @@ }, { "cell_type": "markdown", + "id": "c61df05a", "metadata": {}, "source": [ "## Creating and saving embedding pipelines\n", @@ -2797,6 +2900,7 @@ }, { "cell_type": "markdown", + "id": "7f778669", "metadata": {}, "source": [ "We first create an encoder object that will be used in our pipeline as a preprocessing step." @@ -2804,7 +2908,8 @@ }, { "cell_type": "code", - "execution_count": 81, + "execution_count": 80, + "id": "c0f9a9d2", "metadata": {}, "outputs": [], "source": [ @@ -2814,6 +2919,7 @@ }, { "cell_type": "markdown", + "id": "12497b51", "metadata": {}, "source": [ "We then create an embedder object." @@ -2821,7 +2927,8 @@ }, { "cell_type": "code", - "execution_count": 82, + "execution_count": 81, + "id": "aace994a", "metadata": {}, "outputs": [], "source": [ @@ -2838,6 +2945,7 @@ }, { "cell_type": "markdown", + "id": "f0460720", "metadata": {}, "source": [ "And finally we create a pipeline object. Note that in the code below we use the `SimilarityProcessor` interface and not `NodeSimilarityProcessor`, as we have done it previously. We use this lower abstraction level interface, because the `EmbeddingPipeline` is designed to work with any embedding models (not only node embedding models)." @@ -2845,18 +2953,22 @@ }, { "cell_type": "code", - "execution_count": 83, + "execution_count": 82, + "id": "aba1fd83", "metadata": {}, "outputs": [], "source": [ "attri2vec_pipeline = EmbeddingPipeline(\n", " preprocessor=definition_encoder,\n", " embedder=attri2vec_embedder,\n", - " similarity_processor=SimilarityProcessor(similarity=\"cosine\", dimension=D))" + " similarity_processor=SimilarityProcessor(\n", + " FaissSimilarityIndex(\n", + " similarity=\"cosine\", dimension=D)))" ] }, { "cell_type": "markdown", + "id": "7eb2ab36", "metadata": {}, "source": [ "We run the fitting process, which given the input data:\n", @@ -2869,7 +2981,8 @@ }, { "cell_type": "code", - "execution_count": 84, + "execution_count": 83, + "id": "6159c852", "metadata": {}, "outputs": [ { @@ -2886,6 +2999,7 @@ }, { "cell_type": "markdown", + "id": "b767b8a6", "metadata": {}, "source": [ "How we can save our pipeline to the file system." @@ -2893,13 +3007,17 @@ }, { "cell_type": "code", - "execution_count": 85, + "execution_count": 84, + "id": "9543267b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ + "WARNING:tensorflow:From /Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/tensorflow/python/ops/resource_variable_ops.py:1817: calling BaseResourceVariable.__init__ (from tensorflow.python.ops.resource_variable_ops) with constraint is deprecated and will be removed in a future version.\n", + "Instructions for updating:\n", + "If using Keras pass *_constraint arguments to layers.\n", "INFO:tensorflow:Assets written to: ../data/attri2vec_test_model/embedder/model/assets\n" ] } @@ -2912,6 +3030,7 @@ }, { "cell_type": "markdown", + "id": "ef13c8aa", "metadata": {}, "source": [ "And we can load the pipeline back into memory:" @@ -2919,7 +3038,8 @@ }, { "cell_type": "code", - 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pipeline.retrieve_embeddings([\"covid-19\", \"glucose\"])" + ] + }, { "cell_type": "code", "execution_count": 88, + "id": "6d5c6472", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "([Index(['covid-19', 'middle east respiratory syndrome', 'septicemia',\n", - " 'childhood-onset systemic lupus erythematosus',\n", - " 'severe acute respiratory syndrome'],\n", + "([array([1.0000001 , 0.98876834, 0.9861363 , 0.9855296 , 0.98494315],\n", + " dtype=float32),\n", + " array([1.0000001 , 0.98885393, 0.98832536, 0.9882704 , 0.9882704 ],\n", + " dtype=float32)],\n", + " [Index(['covid-19', 'middle east respiratory syndrome',\n", + " 'severe acute respiratory syndrome',\n", + " 'childhood-onset systemic lupus erythematosus', 'h1n1 influenza'],\n", " dtype='object', name='@id'),\n", - " Index(['glucose', 'mineral', 'hydrophobicity', 'molecule', 'pruritus'], dtype='object', name='@id')],\n", - " array([[1. , 0.98781574, 0.9874807 , 0.9873569 , 0.9870476 ],\n", - " [1.0000001 , 0.9910007 , 0.99055326, 0.99017215, 0.9891875 ]],\n", - " dtype=float32))" + " Index(['glucose', 'fatigue', 'anorexia', 'congenital abnormality', 'proximal'], dtype='object', name='@id')])" ] }, "execution_count": 88, @@ -3235,15 +3369,15 @@ } ], "source": [ - "pipeline.get_similar_points([\"covid-19\", \"glucose\"], k=5)" + "pipeline.get_neighbors(existing_points=[\"covid-19\", \"glucose\"], k=5)" ] } ], "metadata": { "kernelspec": { - "display_name": "bluegraph", + "display_name": "bg", "language": "python", - "name": "bluegraph" + "name": "bg" }, "language_info": { "codemirror_mode": { @@ -3255,7 +3389,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.12" + "version": "3.7.10" } }, "nbformat": 4, diff --git a/examples/notebooks/Literature exploration (PGFrames + in-memory analytics tutorial).ipynb b/examples/notebooks/Literature exploration (PGFrames + in-memory analytics tutorial).ipynb index 11bb0ba9..22ed4686 100644 --- a/examples/notebooks/Literature exploration (PGFrames + in-memory analytics tutorial).ipynb +++ b/examples/notebooks/Literature exploration (PGFrames + in-memory analytics tutorial).ipynb @@ -104,48 +104,41 @@ " \n", " \n", " \n", - " 1510\n", - " viral\n", - " 214924:The Protective Role Of Angiotensin-Conv...\n", + " 1033\n", + " insulin infusion\n", + " 78018:Abstract:1\n", " \n", " \n", - " 720\n", - " dipeptidyl peptidase 4\n", - " 184360:Cardiovascular Effects Of Sdpp4 Upregul...\n", + " 886\n", + " human\n", + " 214924:Conclusion:28\n", " \n", " \n", - " 1019\n", - " insulin\n", - " 214924:The Interplay Between Covid-19 And Ampk...\n", + " 351\n", + " covid-19\n", + " 197804:Introduction:2\n", " \n", " \n", - " 556\n", - " diabetes mellitus\n", - " 184360:Mechanisms Of Sars-Cov-2 Entry Into Hos...\n", + " 319\n", + " covid-19\n", + " 179426:Role Of Dpp4 Enzyme And Dpp4 Inhibitors...\n", " \n", " \n", - " 540\n", - " diabetes mellitus\n", - " 214924:Introduction:7\n", + " 1488\n", + " vascular\n", + " 184360:Combined Therapeutic Potential Targetin...\n", " \n", " \n", "\n", "" ], "text/plain": [ - " entity \\\n", - "1510 viral \n", - "720 dipeptidyl peptidase 4 \n", - "1019 insulin \n", - "556 diabetes mellitus \n", - "540 diabetes mellitus \n", - "\n", - " occurrence \n", - "1510 214924:The Protective Role Of Angiotensin-Conv... \n", - "720 184360:Cardiovascular Effects Of Sdpp4 Upregul... \n", - "1019 214924:The Interplay Between Covid-19 And Ampk... \n", - "556 184360:Mechanisms Of Sars-Cov-2 Entry Into Hos... \n", - "540 214924:Introduction:7 " + " entity occurrence\n", + "1033 insulin infusion 78018:Abstract:1\n", + "886 human 214924:Conclusion:28\n", + "351 covid-19 197804:Introduction:2\n", + "319 covid-19 179426:Role Of Dpp4 Enzyme And Dpp4 Inhibitors...\n", + "1488 vascular 184360:Combined Therapeutic Potential Targetin..." ] }, "execution_count": 4, @@ -197,53 +190,53 @@ " \n", " \n", " \n", - " 154\n", - " blood\n", - " 214728:Cap Community-Acquired Pneumonia Covid-...\n", - " 214728\n", + " 791\n", + " glucose\n", + " 35198:Abstract:1\n", + " 35198\n", " \n", " \n", - " 833\n", - " glycosylated hemoglobin measurement\n", + " 1498\n", + " vildagliptin\n", " 184360:Gliptins ::: Therapeutic Potential Of T...\n", " 184360\n", " \n", " \n", - " 1506\n", - " viral\n", - " 214924:The Interplay Between Covid-19 And Ampk...\n", - " 214924\n", + " 204\n", + " cellular secretion\n", + " 184360:Gliptins ::: Therapeutic Potential Of T...\n", + " 184360\n", " \n", " \n", - " 936\n", - " hypertension\n", - " 211125:Introduction:5\n", + " 522\n", + " diabetes mellitus\n", + " 211125:Introduction:7\n", " 211125\n", " \n", " \n", - " 828\n", - " glyburide\n", - " 160564:Data Extraction And Study Quality ::: M...\n", - " 160564\n", + " 1342\n", + " sars coronavirus\n", + " 179426:Role Of Dpp4 Enzyme And Dpp4 Inhibitors...\n", + " 179426\n", " \n", " \n", "\n", "" ], "text/plain": [ - " entity \\\n", - "154 blood \n", - "833 glycosylated hemoglobin measurement \n", - "1506 viral \n", - "936 hypertension \n", - "828 glyburide \n", + " entity paragraph \\\n", + "791 glucose 35198:Abstract:1 \n", + "1498 vildagliptin 184360:Gliptins ::: Therapeutic Potential Of T... \n", + "204 cellular secretion 184360:Gliptins ::: Therapeutic Potential Of T... \n", + "522 diabetes mellitus 211125:Introduction:7 \n", + "1342 sars coronavirus 179426:Role Of Dpp4 Enzyme And Dpp4 Inhibitors... \n", "\n", - " paragraph paper \n", - "154 214728:Cap Community-Acquired Pneumonia Covid-... 214728 \n", - "833 184360:Gliptins ::: Therapeutic Potential Of T... 184360 \n", - "1506 214924:The Interplay Between Covid-19 And Ampk... 214924 \n", - "936 211125:Introduction:5 211125 \n", - "828 160564:Data Extraction And Study Quality ::: M... 160564 " + " paper \n", + "791 35198 \n", + "1498 184360 \n", + "204 184360 \n", + "522 211125 \n", + "1342 179426 " ] }, "execution_count": 5, @@ -463,7 +456,7 @@ " \n", " ace inhibitor\n", " 184360\n", - " {184360:Conclusion:62, 184360:Combined Therape...\n", + " {184360:Caption:68, 184360:Aceis And Arbs ::: ...\n", " \n", " \n", " 197804\n", @@ -476,7 +469,7 @@ " \n", " \n", " 197804\n", - " {197804:Discussion:51, 197804:Discussion:52, 1...\n", + " {197804:Discussion:52, 197804:Discussion:51, 1...\n", " \n", " \n", " acute lung injury\n", @@ -491,11 +484,11 @@ " \n", " virus\n", " 184360\n", - " {184360:Gliptins ::: Therapeutic Potential Of ...\n", + " {184360:Sdpp4 As Soluble Decoy Factor ::: Ther...\n", " \n", " \n", " 197804\n", - " {197804:Discussion:44, 197804:Introduction:2}\n", + " {197804:Introduction:2, 197804:Discussion:44}\n", " \n", " \n", " 211125\n", @@ -503,11 +496,11 @@ " \n", " \n", " 211373\n", - " {211373:Introduction:5, 211373:Introduction:6,...\n", + " {211373:Introduction:3, 211373:Introduction:5,...\n", " \n", " \n", " 214924\n", - " {214924:Angiotensin-Converting Enzyme 2 Expres...\n", + " {214924:The Interplay Between Covid-19 And Amp...\n", " \n", " \n", "\n", @@ -517,17 +510,17 @@ "text/plain": [ " paragraph\n", "entity paper \n", - "ace inhibitor 184360 {184360:Conclusion:62, 184360:Combined Therape...\n", + "ace inhibitor 184360 {184360:Caption:68, 184360:Aceis And Arbs ::: ...\n", " 197804 {197804:Caption:71, 197804:Caption:72, 197804:...\n", "acetaminophen 179426 {179426:Blood Glucose Monitoring ::: Special A...\n", - " 197804 {197804:Discussion:51, 197804:Discussion:52, 1...\n", + " 197804 {197804:Discussion:52, 197804:Discussion:51, 1...\n", "acute lung injury 179426 {179426:Role Of Ace/Arbs ::: Special Aspects O...\n", "... ...\n", - "virus 184360 {184360:Gliptins ::: Therapeutic Potential Of ...\n", - " 197804 {197804:Discussion:44, 197804:Introduction:2}\n", + "virus 184360 {184360:Sdpp4 As Soluble Decoy Factor ::: Ther...\n", + " 197804 {197804:Introduction:2, 197804:Discussion:44}\n", " 211125 {211125:Discussion:25}\n", - " 211373 {211373:Introduction:5, 211373:Introduction:6,...\n", - " 214924 {214924:Angiotensin-Converting Enzyme 2 Expres...\n", + " 211373 {211373:Introduction:3, 211373:Introduction:5,...\n", + " 214924 {214924:The Interplay Between Covid-19 And Amp...\n", "\n", "[551 rows x 1 columns]" ] @@ -611,7 +604,7 @@ " ace inhibitor\n", " 184360\n", " OccursIn\n", - " {184360:Conclusion:62, 184360:Combined Therape...\n", + " {184360:Caption:68, 184360:Aceis And Arbs ::: ...\n", " \n", " \n", " 197804\n", @@ -627,7 +620,7 @@ " \n", " 197804\n", " OccursIn\n", - " {197804:Discussion:51, 197804:Discussion:52, 1...\n", + " {197804:Discussion:52, 197804:Discussion:51, 1...\n", " \n", " \n", " acute lung injury\n", @@ -645,12 +638,12 @@ " virus\n", " 184360\n", " OccursIn\n", - " {184360:Gliptins ::: Therapeutic Potential Of ...\n", + " {184360:Sdpp4 As Soluble Decoy Factor ::: Ther...\n", " \n", " \n", " 197804\n", " OccursIn\n", - " {197804:Discussion:44, 197804:Introduction:2}\n", + " {197804:Introduction:2, 197804:Discussion:44}\n", " \n", " \n", " 211125\n", @@ -660,12 +653,12 @@ " \n", " 211373\n", " OccursIn\n", - " {211373:Introduction:5, 211373:Introduction:6,...\n", + " {211373:Introduction:3, 211373:Introduction:5,...\n", " \n", " \n", " 214924\n", " OccursIn\n", - " {214924:Angiotensin-Converting Enzyme 2 Expres...\n", + " {214924:The Interplay Between Covid-19 And Amp...\n", " \n", " \n", "\n", @@ -689,17 +682,17 @@ "\n", " paragraph \n", "@source_id @target_id \n", - "ace inhibitor 184360 {184360:Conclusion:62, 184360:Combined Therape... \n", + "ace inhibitor 184360 {184360:Caption:68, 184360:Aceis And Arbs ::: ... \n", " 197804 {197804:Caption:71, 197804:Caption:72, 197804:... \n", "acetaminophen 179426 {179426:Blood Glucose Monitoring ::: Special A... \n", - " 197804 {197804:Discussion:51, 197804:Discussion:52, 1... \n", + " 197804 {197804:Discussion:52, 197804:Discussion:51, 1... \n", "acute lung injury 179426 {179426:Role Of Ace/Arbs ::: Special Aspects O... \n", "... ... \n", - "virus 184360 {184360:Gliptins ::: Therapeutic Potential Of ... \n", - " 197804 {197804:Discussion:44, 197804:Introduction:2} \n", + "virus 184360 {184360:Sdpp4 As Soluble Decoy Factor ::: Ther... \n", + " 197804 {197804:Introduction:2, 197804:Discussion:44} \n", " 211125 {211125:Discussion:25} \n", - " 211373 {211373:Introduction:5, 211373:Introduction:6,... \n", - " 214924 {214924:Angiotensin-Converting Enzyme 2 Expres... \n", + " 211373 {211373:Introduction:3, 211373:Introduction:5,... \n", + " 214924 {214924:The Interplay Between Covid-19 And Amp... \n", "\n", "[551 rows x 2 columns]" ] @@ -751,15 +744,7 @@ "cell_type": "code", "execution_count": 15, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Examining 12246 pairs of terms for co-occurrence...\n" - ] - } - ], + "outputs": [], "source": [ "gen = CooccurrenceGenerator(graph)\n", "paper_cooccurrence_edges = gen.generate_from_edges(\n", @@ -865,7 +850,7 @@ " \n", " viral\n", " viral infection\n", - " {184360, 211125, 214924, 211373}\n", + " {214924, 184360, 211125, 211373}\n", " 4\n", " 2.000000\n", " 0.861353\n", @@ -873,7 +858,7 @@ " \n", " \n", " virus\n", - " {214924, 184360, 211373, 211125, 179426}\n", + " {214924, 184360, 179426, 211373, 211125}\n", " 5\n", " 1.514573\n", " 0.757287\n", @@ -890,7 +875,7 @@ " \n", " \n", " virus\n", - " {179426, 214924}\n", + " {214924, 179426}\n", " 2\n", " 1.514573\n", " 0.455932\n", @@ -899,7 +884,7 @@ " \n", " viral infection\n", " virus\n", - " {184360, 211125, 214924, 211373}\n", + " {214924, 184360, 211125, 211373}\n", " 4\n", " 1.514573\n", " 0.652291\n", @@ -919,11 +904,11 @@ " adenosine {184360} \n", " adipose tissue {197804, 184360} \n", "... ... \n", - "viral viral infection {184360, 211125, 214924, 211373} \n", - " virus {214924, 184360, 211373, 211125, 179426} \n", + "viral viral infection {214924, 184360, 211125, 211373} \n", + " virus {214924, 184360, 179426, 211373, 211125} \n", "viral entry viral infection {214924} \n", - " virus {179426, 214924} \n", - "viral infection virus {184360, 211125, 214924, 211373} \n", + " virus {214924, 179426} \n", + "viral infection virus {214924, 184360, 211125, 211373} \n", "\n", " frequency ppmi \\\n", "@source_id @target_id \n", @@ -1075,48 +1060,48 @@ " \n", " \n", " \n", - " cough\n", - " pneumonia\n", - " {211125, 197804, 214924, 184360}\n", - " 4\n", - " 1.321928\n", - " 0.569323\n", + " heart\n", + " severe acute respiratory syndrome\n", + " {184360}\n", + " 1\n", + " 0.415037\n", + " 0.096031\n", " CoOccursWith\n", " \n", " \n", - " cytokine\n", - " oxygen\n", - " {211125}\n", + " glyburide\n", + " hcp\n", + " {197804}\n", " 1\n", - " 1.736966\n", - " 0.401896\n", + " 0.152003\n", + " 0.035170\n", " CoOccursWith\n", " \n", " \n", - " chronic disease\n", - " vildagliptin\n", - " {179426}\n", + " molecule\n", + " person\n", + " {184360}\n", " 1\n", - " 2.321928\n", - " 0.537244\n", + " 1.321928\n", + " 0.305865\n", " CoOccursWith\n", " \n", " \n", - " insulin\n", - " receptor binding\n", - " {197804}\n", - " 1\n", - " 0.514573\n", - " 0.119061\n", + " immune cell\n", + " lung\n", + " {184360, 211373}\n", + " 2\n", + " 1.736966\n", + " 0.522879\n", " CoOccursWith\n", " \n", " \n", - " hyperglycemia\n", - " tumor necrosis factor\n", - " {211125, 214924, 184360}\n", - " 3\n", - " 1.321928\n", - " 0.482990\n", + " acute respiratory distress syndrome\n", + " c-c motif chemokine 1\n", + " {214924, 184360}\n", + " 2\n", + " 1.736966\n", + " 0.522879\n", " CoOccursWith\n", " \n", " \n", @@ -1124,29 +1109,45 @@ "" ], "text/plain": [ - " common_factors \\\n", - "@source_id @target_id \n", - "cough pneumonia {211125, 197804, 214924, 184360} \n", - "cytokine oxygen {211125} \n", - "chronic disease vildagliptin {179426} \n", - "insulin receptor binding {197804} \n", - "hyperglycemia tumor necrosis factor {211125, 214924, 184360} \n", + " common_factors \\\n", + "@source_id @target_id \n", + "heart severe acute respiratory syndrome {184360} \n", + "glyburide hcp {197804} \n", + "molecule person {184360} \n", + "immune cell lung {184360, 211373} \n", + "acute respiratory distress syndrome c-c motif chemokine 1 {214924, 184360} \n", + "\n", + " frequency \\\n", + "@source_id @target_id \n", + "heart severe acute respiratory syndrome 1 \n", + "glyburide hcp 1 \n", + "molecule person 1 \n", + "immune cell lung 2 \n", + "acute respiratory distress syndrome c-c motif chemokine 1 2 \n", "\n", - " frequency ppmi npmi \\\n", - "@source_id @target_id \n", - "cough pneumonia 4 1.321928 0.569323 \n", - "cytokine oxygen 1 1.736966 0.401896 \n", - "chronic disease vildagliptin 1 2.321928 0.537244 \n", - "insulin receptor binding 1 0.514573 0.119061 \n", - "hyperglycemia tumor necrosis factor 3 1.321928 0.482990 \n", + " ppmi \\\n", + "@source_id @target_id \n", + "heart severe acute respiratory syndrome 0.415037 \n", + "glyburide hcp 0.152003 \n", + "molecule person 1.321928 \n", + "immune cell lung 1.736966 \n", + "acute respiratory distress syndrome c-c motif chemokine 1 1.736966 \n", "\n", - " @type \n", - "@source_id @target_id \n", - "cough pneumonia CoOccursWith \n", - "cytokine oxygen CoOccursWith \n", - "chronic disease vildagliptin CoOccursWith \n", - "insulin receptor binding CoOccursWith \n", - "hyperglycemia tumor necrosis factor CoOccursWith " + " npmi \\\n", + "@source_id @target_id \n", + "heart severe acute respiratory syndrome 0.096031 \n", + "glyburide hcp 0.035170 \n", + "molecule person 0.305865 \n", + "immune cell lung 0.522879 \n", + "acute respiratory distress syndrome c-c motif chemokine 1 0.522879 \n", + "\n", + " @type \n", + "@source_id @target_id \n", + "heart severe acute respiratory syndrome CoOccursWith \n", + "glyburide hcp CoOccursWith \n", + "molecule person CoOccursWith \n", + "immune cell lung CoOccursWith \n", + "acute respiratory distress syndrome c-c motif chemokine 1 CoOccursWith " ] }, "execution_count": 21, @@ -1195,27 +1196,27 @@ " \n", " \n", " \n", - " myalgia\n", + " dyspnea\n", " Entity\n", " 2\n", " \n", " \n", - " prognosis\n", + " cardiovascular disorder\n", " Entity\n", - " 2\n", + " 4\n", " \n", " \n", - " apoptosis\n", + " m protein\n", " Entity\n", " 2\n", " \n", " \n", - " thrombophilia\n", + " adenosine\n", " Entity\n", - " 3\n", + " 2\n", " \n", " \n", - " septicemia\n", + " acetaminophen\n", " Entity\n", " 2\n", " \n", @@ -1224,13 +1225,13 @@ "" ], "text/plain": [ - " @type paper_frequency\n", - "@id \n", - "myalgia Entity 2\n", - "prognosis Entity 2\n", - "apoptosis Entity 2\n", - "thrombophilia Entity 3\n", - "septicemia Entity 2" + " @type paper_frequency\n", + "@id \n", + "dyspnea Entity 2\n", + "cardiovascular disorder Entity 4\n", + "m protein Entity 2\n", + "adenosine Entity 2\n", + "acetaminophen Entity 2" ] }, "execution_count": 22, @@ -1270,10 +1271,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "Computing total factor instances...\n", - "Examining 12246 pairs of terms for co-occurrence...\n", - "CPU times: user 78.8 ms, sys: 62.1 ms, total: 141 ms\n", - "Wall time: 5.39 s\n" + "CPU times: user 73.5 ms, sys: 61.1 ms, total: 135 ms\n", + "Wall time: 3.93 s\n" ] } ], @@ -1333,48 +1332,48 @@ " \n", " \n", " \n", - " dpp4i\n", - " glycosylated hemoglobin measurement\n", - " {184360:Gliptins ::: Therapeutic Potential Of ...\n", - " 1\n", - " 2.736966\n", - " 0.336680\n", + " hyperglycemia\n", + " sars-cov-2\n", + " {211125:Discussion:25, 214924:Angiotensin-Conv...\n", + " 2\n", + " 0.000000\n", + " 0.000000\n", " CoOccursWith\n", " \n", " \n", - " h1n1\n", - " virus\n", - " {214924:The Interplay Between Covid-19 And Amp...\n", - " 1\n", - " 2.669851\n", - " 0.328424\n", + " cardiovascular disorder\n", + " sars-cov-2\n", + " {214924:Diabetes Mellitus: A Risk Factor For T...\n", + " 4\n", + " 0.567041\n", + " 0.092513\n", " CoOccursWith\n", " \n", " \n", - " interleukin-6\n", - " middle east respiratory syndrome coronavirus\n", - " {214924:Diabetes Mellitus And Covid-19: In The...\n", - " 2\n", - " 0.415037\n", - " 0.058216\n", + " glyburide\n", + " glycosylated hemoglobin measurement\n", + " {179426:Association Of Diabetes With Acute Vir...\n", + " 1\n", + " 2.020759\n", + " 0.248578\n", " CoOccursWith\n", " \n", " \n", - " insulin resistance\n", - " t-lymphocyte\n", - " {184360:Cardiovascular Effects Of Sdpp4 Upregu...\n", + " cardiovascular disorder\n", + " cerebrovascular\n", + " {214924:Diabetes Mellitus: A Risk Factor For T...\n", " 1\n", - " 3.000000\n", - " 0.369036\n", + " 3.544321\n", + " 0.435994\n", " CoOccursWith\n", " \n", " \n", - " dna replication\n", - " middle east respiratory syndrome coronavirus\n", - " {214924:The Interplay Between Covid-19 And Amp...\n", - " 2\n", - " 2.152003\n", - " 0.301854\n", + " hypertension\n", + " nephropathy\n", + " {197804:Management Of Children And Young Peopl...\n", + " 1\n", + " 2.669851\n", + " 0.328424\n", " CoOccursWith\n", " \n", " \n", @@ -1382,45 +1381,45 @@ "" ], "text/plain": [ - " common_factors \\\n", - "@source_id @target_id \n", - "dpp4i glycosylated hemoglobin measurement {184360:Gliptins ::: Therapeutic Potential Of ... \n", - "h1n1 virus {214924:The Interplay Between Covid-19 And Amp... \n", - "interleukin-6 middle east respiratory syndrome coronavirus {214924:Diabetes Mellitus And Covid-19: In The... \n", - "insulin resistance t-lymphocyte {184360:Cardiovascular Effects Of Sdpp4 Upregu... \n", - "dna replication middle east respiratory syndrome coronavirus {214924:The Interplay Between Covid-19 And Amp... \n", + " common_factors \\\n", + "@source_id @target_id \n", + "hyperglycemia sars-cov-2 {211125:Discussion:25, 214924:Angiotensin-Conv... \n", + "cardiovascular disorder sars-cov-2 {214924:Diabetes Mellitus: A Risk Factor For T... \n", + "glyburide glycosylated hemoglobin measurement {179426:Association Of Diabetes With Acute Vir... \n", + "cardiovascular disorder cerebrovascular {214924:Diabetes Mellitus: A Risk Factor For T... \n", + "hypertension nephropathy {197804:Management Of Children And Young Peopl... \n", "\n", - " frequency \\\n", - "@source_id @target_id \n", - "dpp4i glycosylated hemoglobin measurement 1 \n", - "h1n1 virus 1 \n", - "interleukin-6 middle east respiratory syndrome coronavirus 2 \n", - "insulin resistance t-lymphocyte 1 \n", - "dna replication middle east respiratory syndrome coronavirus 2 \n", + " frequency \\\n", + "@source_id @target_id \n", + "hyperglycemia sars-cov-2 2 \n", + "cardiovascular disorder sars-cov-2 4 \n", + "glyburide glycosylated hemoglobin measurement 1 \n", + "cardiovascular disorder cerebrovascular 1 \n", + "hypertension nephropathy 1 \n", "\n", - " ppmi \\\n", - "@source_id @target_id \n", - "dpp4i glycosylated hemoglobin measurement 2.736966 \n", - "h1n1 virus 2.669851 \n", - "interleukin-6 middle east respiratory syndrome coronavirus 0.415037 \n", - "insulin resistance t-lymphocyte 3.000000 \n", - "dna replication middle east respiratory syndrome coronavirus 2.152003 \n", + " ppmi \\\n", + "@source_id @target_id \n", + "hyperglycemia sars-cov-2 0.000000 \n", + "cardiovascular disorder sars-cov-2 0.567041 \n", + "glyburide glycosylated hemoglobin measurement 2.020759 \n", + "cardiovascular disorder cerebrovascular 3.544321 \n", + "hypertension nephropathy 2.669851 \n", "\n", - " npmi \\\n", - "@source_id @target_id \n", - "dpp4i glycosylated hemoglobin measurement 0.336680 \n", - "h1n1 virus 0.328424 \n", - "interleukin-6 middle east respiratory syndrome coronavirus 0.058216 \n", - "insulin resistance t-lymphocyte 0.369036 \n", - "dna replication middle east respiratory syndrome coronavirus 0.301854 \n", + " npmi \\\n", + "@source_id @target_id \n", + "hyperglycemia sars-cov-2 0.000000 \n", + "cardiovascular disorder sars-cov-2 0.092513 \n", + "glyburide glycosylated hemoglobin measurement 0.248578 \n", + "cardiovascular disorder cerebrovascular 0.435994 \n", + "hypertension nephropathy 0.328424 \n", "\n", - " @type \n", - "@source_id @target_id \n", - "dpp4i glycosylated hemoglobin measurement CoOccursWith \n", - "h1n1 virus CoOccursWith \n", - "interleukin-6 middle east respiratory syndrome coronavirus CoOccursWith \n", - "insulin resistance t-lymphocyte CoOccursWith \n", - "dna replication middle east respiratory syndrome coronavirus CoOccursWith " + " @type \n", + "@source_id @target_id \n", + "hyperglycemia sars-cov-2 CoOccursWith \n", + "cardiovascular disorder sars-cov-2 CoOccursWith \n", + "glyburide glycosylated hemoglobin measurement CoOccursWith \n", + "cardiovascular disorder cerebrovascular CoOccursWith \n", + "hypertension nephropathy CoOccursWith " ] }, "execution_count": 25, @@ -1519,50 +1518,42 @@ " \n", " \n", " \n", - " islet of langerhans\n", + " diarrhea, ctcae\n", " Entity\n", - " {179426:Effect Of Sars Cov-2 On Blood Glucose ...\n", + " {211125:General Characteristics Of Patients Wi...\n", " \n", " \n", - " multi-organ dysfunction\n", - " Entity\n", - " {179426:Morbidity And Mortality In Diabetic Co...\n", + " 197804\n", + " Paper\n", + " NaN\n", " \n", " \n", - " angiotensin ii receptor antagonist\n", + " cough\n", " Entity\n", - " {214924:Angiotensin-Converting Enzyme 2 Expres...\n", + " {197804:Introduction:2, 214924:Introduction:6,...\n", " \n", " \n", - " m protein\n", + " nephropathy\n", " Entity\n", - " {184360:Cardiovascular Effects Of Sdpp4 Upregu...\n", + " {214924:Angiotensin-Converting Enzyme 2 Expres...\n", " \n", " \n", - " insulin infusion\n", + " cardiac failure\n", " Entity\n", - " {179426:Glycemic Control ::: Special Aspects O...\n", + " {184360:Caption:71, 211125:Study Design And Pa...\n", " \n", " \n", "\n", "" ], "text/plain": [ - " @type \\\n", - "@id \n", - "islet of langerhans Entity \n", - "multi-organ dysfunction Entity \n", - "angiotensin ii receptor antagonist Entity \n", - "m protein Entity \n", - "insulin infusion Entity \n", - "\n", - " paragraphs \n", - "@id \n", - "islet of langerhans {179426:Effect Of Sars Cov-2 On Blood Glucose ... \n", - "multi-organ dysfunction {179426:Morbidity And Mortality In Diabetic Co... \n", - "angiotensin ii receptor antagonist {214924:Angiotensin-Converting Enzyme 2 Expres... \n", - "m protein {184360:Cardiovascular Effects Of Sdpp4 Upregu... \n", - "insulin infusion {179426:Glycemic Control ::: Special Aspects O... " + " @type paragraphs\n", + "@id \n", + "diarrhea, ctcae Entity {211125:General Characteristics Of Patients Wi...\n", + "197804 Paper NaN\n", + "cough Entity {197804:Introduction:2, 214924:Introduction:6,...\n", + "nephropathy Entity {214924:Angiotensin-Converting Enzyme 2 Expres...\n", + "cardiac failure Entity {184360:Caption:71, 211125:Study Design And Pa..." ] }, "execution_count": 28, @@ -1592,9 +1583,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "Examining 15576 pairs of terms for co-occurrence...\n", - "CPU times: user 101 ms, sys: 69.7 ms, total: 170 ms\n", - "Wall time: 1.37 s\n" + "CPU times: user 68 ms, sys: 56.4 ms, total: 124 ms\n", + "Wall time: 880 ms\n" ] } ], @@ -1687,107 +1677,107 @@ " \n", " \n", " \n", - " inflammation\n", - " tumor necrosis factor\n", - " {211125, 214924, 184360}\n", - " 3\n", - " 1.736966\n", - " 0.634632\n", + " chemokine\n", + " hmg-coa reductase inhibitor\n", + " {214924, 179426}\n", + " 2\n", + " 2.736966\n", + " 0.823909\n", " CoOccursWith\n", - " 1.575717\n", + " 1.213727\n", " \n", " \n", - " fever\n", - " islet of langerhans\n", - " {211125}\n", - " 1\n", - " 1.736966\n", - " 0.401896\n", + " pneumonia\n", + " transmembrane protein\n", + " {184360, 179426}\n", + " 2\n", + " 1.321928\n", + " 0.397940\n", " CoOccursWith\n", - " 2.488206\n", + " 2.512942\n", " \n", " \n", - " acute respiratory distress syndrome\n", - " immune response process\n", - " {214924, 184360}\n", - " 2\n", - " 1.152003\n", - " 0.346787\n", + " ace inhibitor\n", + " obesity\n", + " {184360}\n", + " 1\n", + " 1.321928\n", + " 0.305865\n", " CoOccursWith\n", - " 2.883610\n", + " 3.269412\n", " \n", " \n", - " angiotensin ii receptor antagonist\n", - " influenza\n", - " {179426, 214924, 184360}\n", - " 3\n", - " 2.736966\n", - " 1.000000\n", + " interleukin 1 beta measurement\n", + " sulfonylurea antidiabetic agent\n", + " {184360}\n", + " 1\n", + " 2.321928\n", + " 0.537244\n", " CoOccursWith\n", - " 1.000000\n", + " 1.861353\n", " \n", " \n", - " lower respiratory tract infection\n", - " lymphopenia\n", - " {211125, 214924}\n", + " glucose metabolism disorder\n", + " nephropathy\n", + " {197804, 214924}\n", " 2\n", - " 2.152003\n", - " 0.647817\n", + " 2.321928\n", + " 0.698970\n", " CoOccursWith\n", - " 1.543645\n", + " 1.430677\n", " \n", " \n", "\n", "" ], "text/plain": [ - " common_factors \\\n", - "@source_id @target_id \n", - "inflammation tumor necrosis factor {211125, 214924, 184360} \n", - "fever islet of langerhans {211125} \n", - "acute respiratory distress syndrome immune response process {214924, 184360} \n", - "angiotensin ii receptor antagonist influenza {179426, 214924, 184360} \n", - "lower respiratory tract infection lymphopenia {211125, 214924} \n", + " common_factors \\\n", + "@source_id @target_id \n", + "chemokine hmg-coa reductase inhibitor {214924, 179426} \n", + "pneumonia transmembrane protein {184360, 179426} \n", + "ace inhibitor obesity {184360} \n", + "interleukin 1 beta measurement sulfonylurea antidiabetic agent {184360} \n", + "glucose metabolism disorder nephropathy {197804, 214924} \n", "\n", - " frequency \\\n", - "@source_id @target_id \n", - "inflammation tumor necrosis factor 3 \n", - "fever islet of langerhans 1 \n", - "acute respiratory distress syndrome immune response process 2 \n", - "angiotensin ii receptor antagonist influenza 3 \n", - "lower respiratory tract infection lymphopenia 2 \n", + " frequency \\\n", + "@source_id @target_id \n", + "chemokine hmg-coa reductase inhibitor 2 \n", + "pneumonia transmembrane protein 2 \n", + "ace inhibitor obesity 1 \n", + "interleukin 1 beta measurement sulfonylurea antidiabetic agent 1 \n", + "glucose metabolism disorder nephropathy 2 \n", "\n", - " ppmi \\\n", - "@source_id @target_id \n", - "inflammation tumor necrosis factor 1.736966 \n", - "fever islet of langerhans 1.736966 \n", - "acute respiratory distress syndrome immune response process 1.152003 \n", - "angiotensin ii receptor antagonist influenza 2.736966 \n", - "lower respiratory tract infection lymphopenia 2.152003 \n", + " ppmi \\\n", + "@source_id @target_id \n", + "chemokine hmg-coa reductase inhibitor 2.736966 \n", + "pneumonia transmembrane protein 1.321928 \n", + "ace inhibitor obesity 1.321928 \n", + "interleukin 1 beta measurement sulfonylurea antidiabetic agent 2.321928 \n", + "glucose metabolism disorder nephropathy 2.321928 \n", "\n", - " npmi \\\n", - "@source_id @target_id \n", - "inflammation tumor necrosis factor 0.634632 \n", - "fever islet of langerhans 0.401896 \n", - "acute respiratory distress syndrome immune response process 0.346787 \n", - "angiotensin ii receptor antagonist influenza 1.000000 \n", - "lower respiratory tract infection lymphopenia 0.647817 \n", + " npmi \\\n", + "@source_id @target_id \n", + "chemokine hmg-coa reductase inhibitor 0.823909 \n", + "pneumonia transmembrane protein 0.397940 \n", + "ace inhibitor obesity 0.305865 \n", + "interleukin 1 beta measurement sulfonylurea antidiabetic agent 0.537244 \n", + "glucose metabolism disorder nephropathy 0.698970 \n", "\n", - " @type \\\n", - "@source_id @target_id \n", - "inflammation tumor necrosis factor CoOccursWith \n", - "fever islet of langerhans CoOccursWith \n", - "acute respiratory distress syndrome immune response process CoOccursWith \n", - "angiotensin ii receptor antagonist influenza CoOccursWith \n", - "lower respiratory tract infection lymphopenia CoOccursWith \n", + " @type \\\n", + "@source_id @target_id \n", + "chemokine hmg-coa reductase inhibitor CoOccursWith \n", + "pneumonia transmembrane protein CoOccursWith \n", + "ace inhibitor obesity CoOccursWith \n", + "interleukin 1 beta measurement sulfonylurea antidiabetic agent CoOccursWith \n", + "glucose metabolism disorder nephropathy CoOccursWith \n", "\n", - " distance_npmi \n", - "@source_id @target_id \n", - "inflammation tumor necrosis factor 1.575717 \n", - "fever islet of langerhans 2.488206 \n", - "acute respiratory distress syndrome immune response process 2.883610 \n", - "angiotensin ii receptor antagonist influenza 1.000000 \n", - "lower respiratory tract infection lymphopenia 1.543645 " + " distance_npmi \n", + "@source_id @target_id \n", + "chemokine hmg-coa reductase inhibitor 1.213727 \n", + "pneumonia transmembrane protein 2.512942 \n", + "ace inhibitor obesity 3.269412 \n", + "interleukin 1 beta measurement sulfonylurea antidiabetic agent 1.861353 \n", + "glucose metabolism disorder nephropathy 1.430677 " ] }, "execution_count": 32, @@ -1857,9 +1847,9 @@ " \n", " \n", " \n", - " influenza\n", - " viral entry\n", - " {179426, 214924}\n", + " hypoxia\n", + " tissue\n", + " {214924, 184360}\n", " 2\n", " 2.736966\n", " 0.823909\n", @@ -1867,73 +1857,81 @@ " 1.213727\n", " \n", " \n", - " blood vessel\n", - " viral entry\n", - " {214924}\n", + " islet of langerhans\n", + " proliferation\n", + " {211125}\n", " 1\n", - " 2.321928\n", - " 0.537244\n", + " 1.736966\n", + " 0.401896\n", " CoOccursWith\n", - " 1.861353\n", + " 2.488206\n", " \n", " \n", - " hyperglycemia\n", - " pneumonia\n", - " {214924, 184360, 214728, 211125, 179426}\n", - " 5\n", - " 0.643856\n", - " 0.321928\n", + " chronic disease\n", + " middle east respiratory syndrome\n", + " {179426}\n", + " 1\n", + " 1.321928\n", + " 0.305865\n", " CoOccursWith\n", - " 3.106284\n", + " 3.269412\n", " \n", " \n", - " death\n", - " sitagliptin\n", - " {179426, 184360}\n", - " 2\n", - " 0.567041\n", - " 0.170696\n", + " saxagliptin\n", + " tissue\n", + " {184360}\n", + " 1\n", + " 1.736966\n", + " 0.401896\n", " CoOccursWith\n", - " 5.858360\n", + " 2.488206\n", " \n", " \n", - " adipose tissue\n", - " fatigue\n", + " heart\n", + " hmg-coa reductase inhibitor\n", " {214924}\n", " 1\n", - " 1.736966\n", - " 0.401896\n", + " 1.000000\n", + " 0.231378\n", " CoOccursWith\n", - " 2.488206\n", + " 4.321928\n", " \n", " \n", "\n", "" ], "text/plain": [ - " common_factors \\\n", - "@source_id @target_id \n", - "influenza viral entry {179426, 214924} \n", - "blood vessel viral entry {214924} \n", - "hyperglycemia pneumonia {214924, 184360, 214728, 211125, 179426} \n", - "death sitagliptin {179426, 184360} \n", - "adipose tissue fatigue {214924} \n", + " common_factors \\\n", + "@source_id @target_id \n", + "hypoxia tissue {214924, 184360} \n", + "islet of langerhans proliferation {211125} \n", + "chronic disease middle east respiratory syndrome {179426} \n", + "saxagliptin tissue {184360} \n", + "heart hmg-coa reductase inhibitor {214924} \n", + "\n", + " frequency ppmi \\\n", + "@source_id @target_id \n", + "hypoxia tissue 2 2.736966 \n", + "islet of langerhans proliferation 1 1.736966 \n", + "chronic disease middle east respiratory syndrome 1 1.321928 \n", + "saxagliptin tissue 1 1.736966 \n", + "heart hmg-coa reductase inhibitor 1 1.000000 \n", "\n", - " frequency ppmi npmi @type \\\n", - "@source_id @target_id \n", - "influenza viral entry 2 2.736966 0.823909 CoOccursWith \n", - "blood vessel viral entry 1 2.321928 0.537244 CoOccursWith \n", - "hyperglycemia pneumonia 5 0.643856 0.321928 CoOccursWith \n", - "death sitagliptin 2 0.567041 0.170696 CoOccursWith \n", - "adipose tissue fatigue 1 1.736966 0.401896 CoOccursWith \n", + " npmi @type \\\n", + "@source_id @target_id \n", + "hypoxia tissue 0.823909 CoOccursWith \n", + "islet of langerhans proliferation 0.401896 CoOccursWith \n", + "chronic disease middle east respiratory syndrome 0.305865 CoOccursWith \n", + "saxagliptin tissue 0.401896 CoOccursWith \n", + "heart hmg-coa reductase inhibitor 0.231378 CoOccursWith \n", "\n", - " distance_npmi \n", - "@source_id @target_id \n", - "influenza viral entry 1.213727 \n", - "blood vessel viral entry 1.861353 \n", - "hyperglycemia pneumonia 3.106284 \n", - "death sitagliptin 5.858360 \n", - "adipose tissue fatigue 2.488206 " + " distance_npmi \n", + "@source_id @target_id \n", + "hypoxia tissue 1.213727 \n", + "islet of langerhans proliferation 2.488206 \n", + "chronic disease middle east respiratory syndrome 3.269412 \n", + "saxagliptin tissue 2.488206 \n", + "heart hmg-coa reductase inhibitor 4.321928 " ] }, "execution_count": 34, @@ -1985,7 +1983,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 36, @@ -2503,7 +2501,7 @@ { "data": { "text/plain": [ - "['@id', '@type', 'paper_frequency', 'degree', 'pagerank', 'betweenness']" + "" ] }, "execution_count": 48, @@ -2574,57 +2572,57 @@ " \n", " \n", " \n", - " iv\n", + " metformin\n", " Entity\n", " 2.0\n", - " 4.0\n", - " 0.001286\n", - " 0.000000\n", + " 39.0\n", + " 0.004052\n", + " 0.004425\n", " \n", " \n", - " chemokine\n", + " blood\n", " Entity\n", - " 3.0\n", - " 43.0\n", - " 0.004657\n", - " 0.026730\n", + " 8.0\n", + " 115.0\n", + " 0.010854\n", + " 0.010339\n", " \n", " \n", - " death\n", + " tumor necrosis factor\n", " Entity\n", - " 9.0\n", - " 194.0\n", - " 0.015881\n", - " 0.004632\n", + " 3.0\n", + " 56.0\n", + " 0.005504\n", + " 0.016805\n", " \n", " \n", - " lymphopenia\n", + " immune cell\n", " Entity\n", - " 3.0\n", - " 55.0\n", - " 0.005415\n", - " 0.038916\n", + " 2.0\n", + " 27.0\n", + " 0.003499\n", + " 0.010008\n", " \n", " \n", - " bradykinin\n", + " plasma\n", " Entity\n", - " 2.0\n", - " 18.0\n", - " 0.002771\n", - " 0.004274\n", + " 3.0\n", + " 57.0\n", + " 0.005320\n", + " 0.009967\n", " \n", " \n", "\n", "" ], "text/plain": [ - " @type paper_frequency degree pagerank betweenness\n", - "@id \n", - "iv Entity 2.0 4.0 0.001286 0.000000\n", - "chemokine Entity 3.0 43.0 0.004657 0.026730\n", - "death Entity 9.0 194.0 0.015881 0.004632\n", - "lymphopenia Entity 3.0 55.0 0.005415 0.038916\n", - "bradykinin Entity 2.0 18.0 0.002771 0.004274" + " @type paper_frequency degree pagerank betweenness\n", + "@id \n", + "metformin Entity 2.0 39.0 0.004052 0.004425\n", + "blood Entity 8.0 115.0 0.010854 0.010339\n", + "tumor necrosis factor Entity 3.0 56.0 0.005504 0.016805\n", + "immune cell Entity 2.0 27.0 0.003499 0.010008\n", + "plasma Entity 3.0 57.0 0.005320 0.009967" ] }, "execution_count": 50, @@ -2929,16 +2927,16 @@ " 'angiotensin-1': 0.006245821418420198,\n", " 'angiotensin-2': 0.002470853065990793,\n", " 'angiotensin-converting enzyme': 0.0021517440285987646,\n", - " 'angiotensin-converting enzyme 2': 0.026787609075385067,\n", + " 'angiotensin-converting enzyme 2': 0.02678760907538507,\n", " 'animal': 0.004592419992089224,\n", " 'apoptosis': 0.0023524301833432923,\n", " 'bals r': 0.001397199827976852,\n", " 'basal': 0.0034764575410275544,\n", - " 'blood': 0.010853621341137631,\n", + " 'blood': 0.01085362134113763,\n", " 'blood vessel': 0.0031260667851256397,\n", " 'bradykinin': 0.0027708076837687666,\n", " 'c-c motif chemokine 1': 0.004515416323614919,\n", - " 'c-reactive protein': 0.0034587853616818063,\n", + " 'c-reactive protein': 0.0034587853616818054,\n", " 'cardiac failure': 0.002350378641575196,\n", " 'cardiovascular disorder': 0.00919888846066653,\n", " 'cardiovascular system': 0.009866588757093796,\n", @@ -2950,7 +2948,7 @@ " 'chloroquine': 0.0017516584191543307,\n", " 'chronic disease': 0.001828074100556019,\n", " 'chronic kidney disease': 0.0024017709671377346,\n", - " 'comorbidity': 0.0022953068575465477,\n", + " 'comorbidity': 0.0022953068575465472,\n", " 'confounding factors': 0.0030216706672650372,\n", " 'coronaviridae': 0.0051371282608085565,\n", " 'coronavirus': 0.018866668159786992,\n", @@ -3009,16 +3007,16 @@ " 'islet of langerhans': 0.002251140818756654,\n", " 'iv': 0.0012861290938934351,\n", " 'janus bifrons': 0.0012449367295877894,\n", - " 'kidney': 0.008050845332539039,\n", + " 'kidney': 0.008050845332539037,\n", " 'leucopenia': 0.0027088842460303865,\n", " 'leukopenia': 0.002932949994588701,\n", " 'liver': 0.004381443381638265,\n", " 'lower respiratory tract infection': 0.004531576500548021,\n", " 'lung': 0.020767410879585207,\n", - " 'lymphocyte': 0.00487033347133493,\n", + " 'lymphocyte': 0.004870333471334929,\n", " 'lymphopenia': 0.005415097958458006,\n", " 'm protein': 0.0018646822018238388,\n", - " 'macrophage': 0.004076946700022219,\n", + " 'macrophage': 0.004076946700022218,\n", " 'mellitus': 0.0010900555777919516,\n", " 'metformin': 0.004052023030357942,\n", " 'middle east respiratory syndrome': 0.006036974208200138,\n", @@ -3035,7 +3033,7 @@ " 'neutrophil': 0.006043543871225477,\n", " 'obesity': 0.008267711638693713,\n", " 'oral cavity': 0.0055659857338091045,\n", - " 'organ': 0.002973741879099519,\n", + " 'organ': 0.0029737418790995195,\n", " 'oxygen': 0.0020351103352963485,\n", " 'person': 0.004525680283686401,\n", " 'plasma': 0.0053197061181747204,\n", @@ -3044,7 +3042,7 @@ " 'prognosis': 0.0012386054122404233,\n", " 'proliferation': 0.006890696441541255,\n", " 'pulmonary': 0.01163903389278049,\n", - " 'rbd': 0.0025247523434533924,\n", + " 'rbd': 0.002524752343453392,\n", " 'receptor binding': 0.0018464368550616746,\n", " 'renal': 0.0038736869773938884,\n", " 'respiratory failure': 0.002986319777792431,\n", @@ -3062,13 +3060,13 @@ " 'survival': 0.0035787752943805084,\n", " 't-lymphocyte': 0.005867754495528255,\n", " 'therapeutic corticosteroid': 0.0031845265341031753,\n", - " 'thrombophilia': 0.004018275751713626,\n", + " 'thrombophilia': 0.004018275751713625,\n", " 'tissue': 0.0035433048999557516,\n", - " 'transmembrane protein': 0.0027410790983396745,\n", + " 'transmembrane protein': 0.002741079098339674,\n", " 'troponin t, cardiac muscle': 0.0029329499945887007,\n", " 'tumor necrosis factor': 0.005503860224580636,\n", " 'tzd': 0.0030216706672650372,\n", - " 'vaccine': 0.003480062769988538,\n", + " 'vaccine': 0.0034800627699885373,\n", " 'vascular': 0.009565371755902547,\n", " 'vildagliptin': 0.005452913076992331,\n", " 'viral': 0.016857758695857906,\n", @@ -3079,13 +3077,13 @@ " 'acetaminophen': 0.0,\n", " 'acute lung injury': 0.015260545905707195,\n", " 'acute respiratory distress syndrome': 0.014640198511166254,\n", - " 'adenosine': 0.009376895505927763,\n", + " 'adenosine': 0.009376895505927765,\n", " 'adipose tissue': 0.006782464846980976,\n", - " 'angioedema': 0.006685966363385718,\n", + " 'angioedema': 0.006685966363385716,\n", " 'angiotensin ii receptor antagonist': 0.009015715467328371,\n", " 'angiotensin-1': 0.003143093465674111,\n", " 'angiotensin-2': 0.014006065618968845,\n", - " 'angiotensin-converting enzyme': 0.0045905707196029774,\n", + " 'angiotensin-converting enzyme': 0.004590570719602978,\n", " 'angiotensin-converting enzyme 2': 0.0030603804797353184,\n", " 'animal': 0.006617038875103391,\n", " 'apoptosis': 0.0027564102564102567,\n", @@ -3096,19 +3094,19 @@ " 'bradykinin': 0.004273504273504273,\n", " 'c-c motif chemokine 1': 0.0071960297766749375,\n", " 'c-reactive protein': 0.0070168183071408876,\n", - " 'cardiac failure': 0.0015536255858836503,\n", + " 'cardiac failure': 0.0015536255858836499,\n", " 'cardiovascular disorder': 0.014061207609594707,\n", " 'cardiovascular system': 0.004962779156327543,\n", " 'cd44 antigen': 0.013234077750206782,\n", " 'cellular secretion': 0.01368899917287014,\n", " 'cerebrovascular': 0.0012682657843948167,\n", - " 'chemokine': 0.026730079955886405,\n", - " 'chest pain': 0.0059449958643507045,\n", + " 'chemokine': 0.026730079955886398,\n", + " 'chest pain': 0.005944995864350703,\n", " 'chloroquine': 0.0019713261648745518,\n", " 'chronic disease': 0.0009098428453267163,\n", " 'chronic kidney disease': 0.011248966087675765,\n", " 'comorbidity': 8.271298593879239e-05,\n", - " 'confounding factors': 0.007154673283705543,\n", + " 'confounding factors': 0.007154673283705542,\n", " 'coronaviridae': 0.010173697270471464,\n", " 'coronavirus': 0.006947890818858561,\n", " 'cough': 0.02803970223325062,\n", @@ -3123,9 +3121,9 @@ " 'dipeptidyl peptidase 4': 0.01108354011579818,\n", " 'dna replication': 0.010835401157981803,\n", " 'dpp4i': 0.003515301902398677,\n", - " 'dyspnea': 0.002257375241246211,\n", + " 'dyspnea': 0.002257375241246209,\n", " 'extracellular matrix': 0.007740556934105321,\n", - " 'fatigue': 0.002257375241246211,\n", + " 'fatigue': 0.002257375241246209,\n", " 'fever': 0.004962779156327543,\n", " 'glucose': 0.007444168734491315,\n", " 'glucose metabolism disorder': 0.03432588916459884,\n", @@ -3136,7 +3134,7 @@ " 'hcp': 0.0008271298593879239,\n", " 'headache': 0.0162979046043562,\n", " 'heart': 0.016604631927212572,\n", - " 'heart failure': 0.0015536255858836503,\n", + " 'heart failure': 0.0015536255858836499,\n", " 'high sensitivity c-reactive protein measurement': 0.013289219740832645,\n", " 'hiv entry inhibitor': 0.010794044665012407,\n", " 'hmg-coa reductase inhibitor': 0.002267714364488558,\n", @@ -3145,11 +3143,11 @@ " 'human dpp4': 0.004466501240694789,\n", " 'human immunodeficiency virus': 0.004880066170388751,\n", " 'human kidney organoids': 0.0007857733664185277,\n", - " 'humoral immunity': 0.00722360077198787,\n", + " 'humoral immunity': 0.007223600771987869,\n", " 'hyperglycemia': 0.01588089330024814,\n", " 'hypertension': 0.004549214226633581,\n", " 'hypoxia': 0.0030603804797353184,\n", - " 'ibuprofen': 0.020168183071408875,\n", + " 'ibuprofen': 0.020168183071408878,\n", " 'immune cell': 0.01000827129859388,\n", " 'immune response process': 0.0013234077750206782,\n", " 'infectious disorder': 0.0012406947890818859,\n", @@ -3167,12 +3165,12 @@ " 'iv': 0.0,\n", " 'janus bifrons': 0.0,\n", " 'kidney': 0.022539288668320927,\n", - " 'leucopenia': 0.01262062310449407,\n", - " 'leukopenia': 0.0029914529914529912,\n", + " 'leucopenia': 0.012620623104494072,\n", + " 'leukopenia': 0.0029914529914529917,\n", " 'liver': 0.015232974910394265,\n", " 'lower respiratory tract infection': 0.014846980976013235,\n", " 'lung': 0.004466501240694789,\n", - " 'lymphocyte': 0.007954232147780536,\n", + " 'lymphocyte': 0.007954232147780535,\n", " 'lymphopenia': 0.038916459884201816,\n", " 'm protein': 0.0008684863523573201,\n", " 'macrophage': 0.008395368072787427,\n", @@ -3180,10 +3178,10 @@ " 'metformin': 0.004425144747725393,\n", " 'middle east respiratory syndrome': 0.005500413564929694,\n", " 'middle east respiratory syndrome coronavirus': 0.005045492142266336,\n", - " 'millimole per liter': 0.0016266887234629168,\n", + " 'millimole per liter': 0.001626688723462917,\n", " 'molecule': 0.01851392335263303,\n", " 'mouse': 0.008064516129032258,\n", - " 'multi-organ dysfunction': 0.006792803970223326,\n", + " 'multi-organ dysfunction': 0.006792803970223325,\n", " 'muscle': 0.002564102564102564,\n", " 'myalgia': 0.0007926661152467603,\n", " 'myocardium': 0.0058519437551695615,\n", @@ -3192,11 +3190,11 @@ " 'neutrophil': 0.008836503997794318,\n", " 'obesity': 0.008023159636062862,\n", " 'oral cavity': 0.010752688172043012,\n", - " 'organ': 0.013454645712710229,\n", + " 'organ': 0.01345464571271023,\n", " 'oxygen': 0.007154673283705542,\n", " 'person': 0.006038047973531845,\n", " 'plasma': 0.009966914805624482,\n", - " 'plasmid': 0.016191066997518613,\n", + " 'plasmid': 0.01619106699751861,\n", " 'pneumonia': 0.012572373862696443,\n", " 'prognosis': 0.0,\n", " 'proliferation': 0.00380479735318445,\n", @@ -3204,13 +3202,13 @@ " 'rbd': 0.00380479735318445,\n", " 'receptor binding': 0.00260545905707196,\n", " 'renal': 0.012985938792390406,\n", - " 'respiratory failure': 0.006406810035842295,\n", + " 'respiratory failure': 0.006406810035842293,\n", " 'respiratory system': 0.014846980976013235,\n", " 'sars coronavirus': 0.0037220843672456576,\n", " 'sars-cov-2': 0.003143093465674111,\n", " 'saxagliptin': 0.00467328370554177,\n", " 'septicemia': 0.00041356492969396195,\n", - " 'serum': 0.014502343534601598,\n", + " 'serum': 0.0145023435346016,\n", " 'serum ferritin': 0.016101461262751585,\n", " 'severe acute respiratory syndrome': 0.004383788254755997,\n", " 'shortness of breath visual analogue scale': 0.00041356492969396195,\n", @@ -3219,12 +3217,12 @@ " 'survival': 0.004466501240694789,\n", " 't-lymphocyte': 0.029404466501240695,\n", " 'therapeutic corticosteroid': 0.011248966087675765,\n", - " 'thrombophilia': 0.018458781362007164,\n", + " 'thrombophilia': 0.018458781362007168,\n", " 'tissue': 0.011993382961124897,\n", " 'transmembrane protein': 0.010918114143920596,\n", - " 'troponin t, cardiac muscle': 0.0029914529914529912,\n", + " 'troponin t, cardiac muscle': 0.0029914529914529917,\n", " 'tumor necrosis factor': 0.016804521643231318,\n", - " 'tzd': 0.007154673283705543,\n", + " 'tzd': 0.007154673283705542,\n", " 'vaccine': 0.003349875930521092,\n", " 'vascular': 0.0028949545078577337,\n", " 'vildagliptin': 0.0030603804797353184,\n", @@ -3282,7 +3280,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 57, @@ -3320,9 +3318,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "Modularity: 0.34260090074583094\n", - "Performance: 0.7893189612934836\n", - "Coverage: 0.3929003630496168\n" + "Modularity: 0.33890209866564786\n", + "Performance: 0.789645598562796\n", + "Coverage: 0.3949173053650666\n" ] } ], @@ -3410,9 +3408,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "Modularity: 0.21771245914317255\n", - "Performance: 0.7700473624040503\n", - "Coverage: 0.2408229124647035\n" + "Modularity: 0.21501874092692383\n", + "Performance: 0.7382818879634166\n", + "Coverage: 0.24606696248487292\n" ] } ], @@ -3496,70 +3494,70 @@ " \n", " \n", " \n", - " multi-organ dysfunction\n", + " myocardium\n", " Entity\n", " 2.0\n", - " 23.0\n", - " 0.002937\n", - " 0.006793\n", - " 4\n", + " 17.0\n", + " 0.002235\n", + " 0.005852\n", + " 2\n", " \n", " \n", - " adenosine\n", + " nephropathy\n", " Entity\n", " 2.0\n", - " 22.0\n", - " 0.002692\n", - " 0.009377\n", - " 1\n", + " 12.0\n", + " 0.001968\n", + " 0.004963\n", + " 2\n", " \n", " \n", - " millimole per liter\n", + " plasmid\n", " Entity\n", " 2.0\n", - " 16.0\n", - " 0.002137\n", - " 0.001627\n", - " 5\n", + " 21.0\n", + " 0.002723\n", + " 0.016191\n", + " 3\n", " \n", " \n", - " respiratory failure\n", + " angiotensin-converting enzyme\n", " Entity\n", - " 2.0\n", - " 23.0\n", - " 0.002986\n", - " 0.006407\n", - " 4\n", + " 3.0\n", + " 13.0\n", + " 0.002152\n", + " 0.004591\n", + " 1\n", " \n", " \n", - " interleukin-6\n", + " diabetic ketoacidosis\n", " Entity\n", - " 5.0\n", - " 209.0\n", - " 0.017315\n", - " 0.013317\n", - " 1\n", + " 4.0\n", + " 46.0\n", + " 0.004489\n", + " 0.003970\n", + " 0\n", " \n", " \n", "\n", "" ], "text/plain": [ - " @type paper_frequency degree pagerank \\\n", - "@id \n", - "multi-organ dysfunction Entity 2.0 23.0 0.002937 \n", - "adenosine Entity 2.0 22.0 0.002692 \n", - "millimole per liter Entity 2.0 16.0 0.002137 \n", - "respiratory failure Entity 2.0 23.0 0.002986 \n", - "interleukin-6 Entity 5.0 209.0 0.017315 \n", + " @type paper_frequency degree pagerank \\\n", + "@id \n", + "myocardium Entity 2.0 17.0 0.002235 \n", + "nephropathy Entity 2.0 12.0 0.001968 \n", + "plasmid Entity 2.0 21.0 0.002723 \n", + "angiotensin-converting enzyme Entity 3.0 13.0 0.002152 \n", + "diabetic ketoacidosis Entity 4.0 46.0 0.004489 \n", "\n", - " betweenness louvain_community \n", - "@id \n", - "multi-organ dysfunction 0.006793 4 \n", - "adenosine 0.009377 1 \n", - "millimole per liter 0.001627 5 \n", - "respiratory failure 0.006407 4 \n", - "interleukin-6 0.013317 1 " + " betweenness louvain_community \n", + "@id \n", + "myocardium 0.005852 2 \n", + "nephropathy 0.004963 2 \n", + "plasmid 0.016191 3 \n", + "angiotensin-converting enzyme 0.004591 1 \n", + "diabetic ketoacidosis 0.003970 0 " ] }, "execution_count": 67, @@ -3662,7 +3660,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 71, @@ -3928,16 +3926,46 @@ "output_type": "stream", "text": [ "lung -> -> glucose -> -> sars-cov-2\n", - " inflammation cerebrovascular\n", - " islet of langerhans plasmid\n", - " serum basal\n", - " oral cavity coronavirus\n", - " death headache\n", - " middle east respiratory syndrome comorbidity\n", - " neutrophil infectious disorder\n", - " chemokine viral entry\n", - " sulfonylurea antidiabetic agent sars coronavirus\n", - " therapeutic corticosteroid person\n" + " \n", + "inflammation\n", + " \n", + "cerebrovascular\n", + " \n", + "islet of langerhans\n", + " \n", + "plasmid\n", + " \n", + "serum\n", + " \n", + "basal\n", + " \n", + "oral cavity\n", + " \n", + "coronavirus\n", + " \n", + "death\n", + " \n", + "headache\n", + " \n", + "middle east respiratory syndrome\n", + " \n", + "comorbidity\n", + " \n", + "neutrophil\n", + " \n", + "infectious disorder\n", + " \n", + "chemokine\n", + " \n", + "viral entry\n", + " \n", + "sulfonylurea antidiabetic agent\n", + " \n", + "sars coronavirus\n", + " \n", + "therapeutic corticosteroid\n", + " \n", + "person\n" ] } ], @@ -3981,56 +4009,56 @@ { "data": { "text/plain": [ - "[('serum', 'glucose metabolism disorder', 'glucose'),\n", - " ('lung', 'lower respiratory tract infection', 'therapeutic corticosteroid'),\n", - " ('inflammation', 'thrombophilia', 'glucose'),\n", - " ('oral cavity', 'glucose'),\n", - " ('therapeutic corticosteroid', 'insulin', 'glucose'),\n", - " ('lung', 'pulmonary', 'sulfonylurea antidiabetic agent'),\n", + "[('lung', 'middle east respiratory syndrome'),\n", + " ('neutrophil', 'lymphocyte', 'glucose'),\n", + " ('lung', 'pulmonary', 'chemokine'),\n", + " ('lung', 'serum'),\n", + " ('lung', 'serum', 'inflammation'),\n", + " ('lung', 'survival', 'oral cavity'),\n", + " ('lung', 'islet of langerhans'),\n", + " ('sulfonylurea antidiabetic agent', 'oral cavity', 'glucose'),\n", + " ('lung', 'oral cavity', 'glucose'),\n", + " ('lung', 'mouse', 'middle east respiratory syndrome'),\n", " ('oral cavity', 'blood', 'glucose'),\n", - " ('lung', 'death'),\n", + " ('neutrophil', 'millimole per liter', 'glucose'),\n", + " ('sulfonylurea antidiabetic agent', 'blood', 'glucose'),\n", + " ('lung', 'therapeutic corticosteroid', 'glucose'),\n", + " ('lung', 'acute lung injury', 'chemokine'),\n", + " ('lung', 'oral cavity'),\n", + " ('chemokine', 'growth factor', 'glucose'),\n", + " ('lung', 'serum', 'glucose'),\n", + " ('lung', 'survival', 'sulfonylurea antidiabetic agent'),\n", " ('middle east respiratory syndrome', 'glucose'),\n", - " ('lung', 'therapeutic corticosteroid'),\n", - " ('lung', 'neutrophil'),\n", - " ('lung', 'middle east respiratory syndrome', 'glucose'),\n", - " ('lung', 'serum', 'inflammation'),\n", - " ('islet of langerhans', 'glucose'),\n", + " ('serum', 'glucose metabolism disorder', 'glucose'),\n", " ('lung', 'acute lung injury', 'neutrophil'),\n", - " ('death', 'glucose'),\n", - " ('lung', 'inflammation'),\n", - " ('sulfonylurea antidiabetic agent', 'blood', 'glucose'),\n", - " ('inflammation', 'glucose metabolism disorder', 'glucose'),\n", + " ('lung', 'chemokine', 'glucose'),\n", + " ('lung', 'acute lung injury', 'serum'),\n", + " ('lung', 'survival', 'death'),\n", " ('death', 'leukopenia', 'glucose'),\n", " ('lung', 'islet of langerhans', 'glucose'),\n", - " ('lung', 'survival', 'sulfonylurea antidiabetic agent'),\n", - " ('lung', 'neutrophil', 'glucose'),\n", - " ('islet of langerhans', 'hyperglycemia', 'glucose'),\n", - " ('serum', 'thrombophilia', 'glucose'),\n", - " ('neutrophil', 'millimole per liter', 'glucose'),\n", + " ('islet of langerhans', 'glucose'),\n", + " ('lung', 'death'),\n", + " ('middle east respiratory syndrome', 'lymphocyte', 'glucose'),\n", + " ('death', 'glucose'),\n", + " ('lung', 'inflammation'),\n", + " ('oral cavity', 'glucose'),\n", " ('lung', 'sulfonylurea antidiabetic agent', 'glucose'),\n", - " ('lung', 'islet of langerhans'),\n", + " ('therapeutic corticosteroid', 'insulin', 'glucose'),\n", + " ('serum', 'thrombophilia', 'glucose'),\n", + " ('lung', 'neutrophil', 'glucose'),\n", + " ('lung', 'lower respiratory tract infection', 'therapeutic corticosteroid'),\n", + " ('therapeutic corticosteroid', 'oral cavity', 'glucose'),\n", " ('lung', 'death', 'glucose'),\n", - " ('lung', 'serum', 'glucose'),\n", - " ('lung', 'acute lung injury', 'serum'),\n", - " ('chemokine', 'growth factor', 'glucose'),\n", - " ('lung', 'middle east respiratory syndrome'),\n", - " ('lung', 'oral cavity', 'glucose'),\n", - " ('lung', 'survival', 'oral cavity'),\n", - " ('lung', 'survival', 'death'),\n", - " ('lung', 'mouse', 'middle east respiratory syndrome'),\n", + " ('islet of langerhans', 'hyperglycemia', 'glucose'),\n", " ('lung', 'inflammation', 'glucose'),\n", - " ('lung', 'chemokine', 'glucose'),\n", - " ('lung', 'acute lung injury', 'chemokine'),\n", + " ('inflammation', 'glucose metabolism disorder', 'glucose'),\n", " ('chemokine', 'glucose metabolism disorder', 'glucose'),\n", - " ('sulfonylurea antidiabetic agent', 'oral cavity', 'glucose'),\n", - " ('lung', 'viral infection', 'islet of langerhans'),\n", - " ('lung', 'therapeutic corticosteroid', 'glucose'),\n", - " ('lung', 'oral cavity'),\n", - " ('lung', 'pulmonary', 'chemokine'),\n", - " ('lung', 'serum'),\n", - " ('middle east respiratory syndrome', 'lymphocyte', 'glucose'),\n", - " ('neutrophil', 'lymphocyte', 'glucose'),\n", - " ('therapeutic corticosteroid', 'oral cavity', 'glucose')]" + " ('lung', 'pulmonary', 'sulfonylurea antidiabetic agent'),\n", + " ('inflammation', 'thrombophilia', 'glucose'),\n", + " ('lung', 'neutrophil'),\n", + " ('lung', 'middle east respiratory syndrome', 'glucose'),\n", + " ('lung', 'therapeutic corticosteroid'),\n", + " ('lung', 'viral infection', 'islet of langerhans')]" ] }, "execution_count": 84, @@ -4111,9 +4139,9 @@ ], "metadata": { "kernelspec": { - "display_name": "bluegraph", + "display_name": "bg", "language": "python", - "name": "bluegraph" + "name": "bg" }, "language_info": { "codemirror_mode": { @@ -4125,7 +4153,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.12" + "version": "3.7.10" } }, "nbformat": 4, diff --git a/examples/notebooks/NASA keywords (PGFrames + Neo4j analytics tutorial).ipynb b/examples/notebooks/NASA keywords (PGFrames + Neo4j analytics tutorial).ipynb index a4d66ac8..98f73cba 100644 --- a/examples/notebooks/NASA keywords (PGFrames + Neo4j analytics tutorial).ipynb +++ b/examples/notebooks/NASA keywords (PGFrames + Neo4j analytics tutorial).ipynb @@ -62,7 +62,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -74,7 +74,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -84,7 +84,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -160,7 +160,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -175,7 +175,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -294,7 +294,7 @@ "[112736 rows x 2 columns]" ] }, - "execution_count": 8, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -312,7 +312,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -321,7 +321,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -334,7 +334,7 @@ " 'ngda']" ] }, - "execution_count": 10, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -354,7 +354,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -372,7 +372,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 11, "metadata": {}, "outputs": [], "source": [ @@ -382,7 +382,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 12, "metadata": {}, "outputs": [ { @@ -417,53 +417,53 @@ " \n", " \n", " \n", - " 4 vesta\n", + " crew\n", " Keyword\n", - " {urn:nasa:pds:context_pds3:data_set:data_set.d...\n", + " {OCIO-Fitara-26, OCIO-Fitara-46, OCIO-Fitara-5...\n", " \n", " \n", - " jsc\n", + " specified_biomaterial_action\n", " Keyword\n", - " {NASA-872, NASA-877, NASA-873, NASA-871, NASA-...\n", + " {nasa_genelab_GLDS-43, nasa_genelab_GLDS-52, n...\n", " \n", " \n", - " paaliaq\n", + " international halley watch\n", " Keyword\n", - " {urn:nasa:pds:context_pds3:data_set:data_set.c...\n", + " {urn:nasa:pds:context_pds3:data_set:data_set.i...\n", " \n", " \n", - " international halley watch\n", + " salinity/density\n", " Keyword\n", - " {urn:nasa:pds:context_pds3:data_set:data_set.i...\n", + " {C1633360424-OB_DAAC, C1439496790-ORNL_DAAC, C...\n", " \n", " \n", - " active remote sensing\n", + " 87 sylvia\n", " Keyword\n", - " {C1243149604-ASF, C1243162394-ASF, C1243197502...\n", + " {urn:nasa:pds:context_pds3:data_set:data_set.e...\n", " \n", " \n", "\n", "" ], "text/plain": [ - " @type \\\n", - "@id \n", - "4 vesta Keyword \n", - "jsc Keyword \n", - "paaliaq Keyword \n", - "international halley watch Keyword \n", - "active remote sensing Keyword \n", + " @type \\\n", + "@id \n", + "crew Keyword \n", + "specified_biomaterial_action Keyword \n", + "international halley watch Keyword \n", + "salinity/density Keyword \n", + "87 sylvia Keyword \n", "\n", - " dataset \n", - "@id \n", - "4 vesta {urn:nasa:pds:context_pds3:data_set:data_set.d... \n", - "jsc {NASA-872, NASA-877, NASA-873, NASA-871, NASA-... \n", - "paaliaq {urn:nasa:pds:context_pds3:data_set:data_set.c... \n", - "international halley watch {urn:nasa:pds:context_pds3:data_set:data_set.i... \n", - "active remote sensing {C1243149604-ASF, C1243162394-ASF, C1243197502... " + " dataset \n", + "@id \n", + "crew {OCIO-Fitara-26, OCIO-Fitara-46, OCIO-Fitara-5... \n", + "specified_biomaterial_action {nasa_genelab_GLDS-43, nasa_genelab_GLDS-52, n... \n", + "international halley watch {urn:nasa:pds:context_pds3:data_set:data_set.i... \n", + "salinity/density {C1633360424-OB_DAAC, C1439496790-ORNL_DAAC, C... \n", + "87 sylvia {urn:nasa:pds:context_pds3:data_set:data_set.e... " ] }, - "execution_count": 13, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } @@ -474,7 +474,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -510,17 +510,9 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 14, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Examining 124750 pairs of terms for co-occurrence...\n" - ] - } - ], + "outputs": [], "source": [ "generator = CooccurrenceGenerator(graph)\n", "comention_edges = generator.generate_from_nodes(\n", @@ -537,7 +529,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 15, "metadata": {}, "outputs": [], "source": [ @@ -553,7 +545,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -569,7 +561,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 17, "metadata": {}, "outputs": [], "source": [ @@ -584,7 +576,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 18, "metadata": {}, "outputs": [ { @@ -623,63 +615,55 @@ " \n", " \n", " \n", - " surface radiative properties\n", - " natural hazards\n", + " vega\n", + " dark sky\n", " 3\n", - " 0.022294\n", - " 44.855423\n", + " 0.561840\n", + " 1.779867\n", " \n", " \n", - " cryosphere\n", - " radar\n", - " 56\n", - " 0.248405\n", - " 4.025688\n", - " \n", - " \n", - " mars global surveyor\n", - " stardust\n", + " hyperion\n", + " ganymede\n", " 2\n", - " 0.395268\n", - " 2.529931\n", + " 0.279332\n", + " 3.579964\n", " \n", " \n", - " sample treatment protocol\n", + " precipitation\n", " temperature\n", " 1\n", - " 0.446902\n", - " 2.237629\n", + " 0.098614\n", + " 10.140522\n", " \n", " \n", - " radar\n", - " synthetic\n", - " 1\n", - " 0.056982\n", - " 17.549306\n", + " saturn\n", + " solar system\n", + " 15\n", + " 0.436506\n", + " 2.290917\n", + " \n", + " \n", + " gravity/gravitational field\n", + " ocean pressure\n", + " 13\n", + " 0.438317\n", + " 2.281456\n", " \n", " \n", "\n", "" ], "text/plain": [ - " frequency npmi \\\n", - "@source_id @target_id \n", - "surface radiative properties natural hazards 3 0.022294 \n", - "cryosphere radar 56 0.248405 \n", - "mars global surveyor stardust 2 0.395268 \n", - "sample treatment protocol temperature 1 0.446902 \n", - "radar synthetic 1 0.056982 \n", - "\n", - " distance_npmi \n", - "@source_id @target_id \n", - "surface radiative properties natural hazards 44.855423 \n", - "cryosphere radar 4.025688 \n", - "mars global surveyor stardust 2.529931 \n", - "sample treatment protocol temperature 2.237629 \n", - "radar synthetic 17.549306 " + " frequency npmi distance_npmi\n", + "@source_id @target_id \n", + "vega dark sky 3 0.561840 1.779867\n", + "hyperion ganymede 2 0.279332 3.579964\n", + "precipitation temperature 1 0.098614 10.140522\n", + "saturn solar system 15 0.436506 2.290917\n", + "gravity/gravitational field ocean pressure 13 0.438317 2.281456" ] }, - "execution_count": 19, + "execution_count": 18, "metadata": {}, "output_type": "execute_result" } @@ -706,7 +690,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 19, "metadata": {}, "outputs": [], "source": [ @@ -716,7 +700,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 20, "metadata": { "scrolled": false }, @@ -742,7 +726,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 21, "metadata": {}, "outputs": [], "source": [ @@ -752,7 +736,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 22, "metadata": {}, "outputs": [], "source": [ @@ -769,7 +753,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 23, "metadata": {}, "outputs": [], "source": [ @@ -795,7 +779,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 24, "metadata": {}, "outputs": [], "source": [ @@ -804,7 +788,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 25, "metadata": {}, "outputs": [ { @@ -822,7 +806,7 @@ " 'phobos': 0.49283414887183974}" ] }, - "execution_count": 27, + "execution_count": 25, "metadata": {}, "output_type": "execute_result" } @@ -833,7 +817,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 26, "metadata": { "scrolled": true }, @@ -853,7 +837,7 @@ " 'janus': 0.7144193057581066}" ] }, - "execution_count": 28, + "execution_count": 26, "metadata": {}, "output_type": "execute_result" } @@ -878,7 +862,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 27, "metadata": {}, "outputs": [], "source": [ @@ -887,7 +871,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 28, "metadata": {}, "outputs": [ { @@ -925,7 +909,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 29, "metadata": {}, "outputs": [], "source": [ @@ -943,7 +927,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 30, "metadata": {}, "outputs": [], "source": [ @@ -961,14 +945,14 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 31, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "/Users/oshurko/opt/anaconda3/envs/bluegraph/lib/python3.6/site-packages/bluegraph/backends/neo4j/analyse/metrics.py:111: MetricProcessingWarning: Weighted betweenness centrality for Neo4j graphs is not implemented: computing the unweighted version\n", + "/Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/bluegraph/backends/neo4j/analyse/metrics.py:112: MetricProcessingWarning: Weighted betweenness centrality for Neo4j graphs is not implemented: computing the unweighted version\n", " MetricProcessor.MetricProcessingWarning)\n" ] } @@ -986,7 +970,7 @@ }, { "cell_type": "code", - 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" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "new_frame.nodes(raw_frame=True).sample(5)" ] @@ -753,9 +1738,9 @@ ], "metadata": { "kernelspec": { - "display_name": "bluegraph", + "display_name": "bg", "language": "python", - "name": "bluegraph" + "name": "bg" }, "language_info": { "codemirror_mode": { @@ -767,7 +1752,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.12" + "version": "3.7.10" } }, "nbformat": 4, diff --git a/examples/notebooks/Push embedding pipelines into Nexus.ipynb b/examples/notebooks/Push embedding pipelines into Nexus.ipynb new file mode 100644 index 00000000..57894804 --- /dev/null +++ b/examples/notebooks/Push embedding pipelines into Nexus.ipynb @@ -0,0 +1,137641 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "b2613554", + "metadata": {}, + "source": [ + "# Create and push embedding pipelines to the Nexus catalog" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "0b75b3b4", + "metadata": {}, + "outputs": [], + "source": [ + "from bluegraph.core import PandasPGFrame\n", + "\n", + "from bluegraph.preprocess.encoders import ScikitLearnPGEncoder\n", + "from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder\n", + "from bluegraph.downstream.similarity import (SimilarityProcessor,\n", + " FaissSimilarityIndex,\n", + " ScikitLearnSimilarityIndex,\n", + " SimilarityIndex)\n", + "from bluegraph.downstream import EmbeddingPipeline" + ] + }, + { + "cell_type": "markdown", + "id": "3ae5e08c", + "metadata": {}, + "source": [ + "## Creating and saving a pipeline object\n", + "\n", + "`bluegraph` allows to create emebedding pipelines (using the `EmbeddingPipeline` class) that represent a useful wrapper around a sequence of steps necessary to produce embeddings and compute point similarities. In the example below we create a pipeline for producing `attri2vec` node embeddings and computing their cosine similarity." + ] + }, + { + "cell_type": "markdown", + "id": "3754e35f", + "metadata": {}, + "source": [ + "We first create an encoder object that will be used in our pipeline as a preprocessing step." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5452e4ea", + "metadata": {}, + "outputs": [], + "source": [ + "definition_encoder = ScikitLearnPGEncoder(\n", + " node_properties=[\"definition\"], text_encoding_max_dimension=512)" + ] + }, + { + "cell_type": "markdown", + "id": "43780a91", + "metadata": {}, + "source": [ + "We then create an embedder object." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a1ff22fd", + "metadata": {}, + "outputs": [], + "source": [ + "D = 128\n", + "params = {\n", + " \"length\": 5,\n", + " \"number_of_walks\": 10,\n", + " \"epochs\": 5,\n", + " \"embedding_dimension\": D\n", + "}\n", + "attri2vec_embedder = StellarGraphNodeEmbedder(\n", + " \"attri2vec\", feature_vector_prop=\"features\", edge_weight=\"npmi\", **params)" + ] + }, + { + "cell_type": "markdown", + "id": "30dcdea4", + "metadata": {}, + "source": [ + "And finally we create a pipeline object. Note that in the code below we use the `SimilarityProcessor` interface and not `NodeSimilarityProcessor`, as we have done it previously. We use this lower abstraction level interface, because the `EmbeddingPipeline` is designed to work with any embedding models (not only node embedding models)." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "9dbd5995", + "metadata": {}, + "outputs": [], + "source": [ + "attri2vec_pipeline = EmbeddingPipeline(\n", + " preprocessor=definition_encoder,\n", + " embedder=attri2vec_embedder,\n", + " similarity_processor=SimilarityProcessor(\n", + " FaissSimilarityIndex(similarity=\"cosine\", dimension=D))\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "9e6eeef3", + "metadata": {}, + "source": [ + "Let us read the training graph from the provided example dataset" + ] + }, + { + "cell_type": "markdown", + "id": "b0a3640f", + "metadata": {}, + "source": [ + "We run the fitting process, which given the input data:\n", + "1. fits the encoder\n", + "2. transforms the data\n", + "3. fits the embedder\n", + "4. produces the embedding table\n", + "5. fits the similarity processor index" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b8d12d69", + "metadata": {}, + "outputs": [], + "source": [ + "graph = PandasPGFrame.load_json(\"../data/cooccurrence_graph.json\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "c51767e0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "link_classification: using 'ip' method to combine node embeddings into edge embeddings\n" + ] + } + ], + "source": [ + "attri2vec_pipeline.run_fitting(graph)" + ] + }, + { + "cell_type": "markdown", + "id": "d416dc1f", + "metadata": {}, + "source": [ + "Now we can save our pipeline to the file system." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "3fde8649", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING:tensorflow:From /Users/oshurko/opt/anaconda3/envs/bg/lib/python3.7/site-packages/tensorflow/python/ops/resource_variable_ops.py:1817: calling BaseResourceVariable.__init__ (from tensorflow.python.ops.resource_variable_ops) with constraint is deprecated and will be removed in a future version.\n", + "Instructions for updating:\n", + "If using Keras pass *_constraint arguments to layers.\n", + "INFO:tensorflow:Assets written to: ../data/attri2vec_test_model/embedder/model/assets\n" + ] + } + ], + "source": [ + "attri2vec_pipeline.save(\n", + " \"../data/attri2vec_test_model\",\n", + " compress=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "915cfe27", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "graph" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "99782cb2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'nodes': [{'@id': 'pulmonary',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Relating to the lungs as the intended site of administration, where the pharmaceutical product is administered, usually by inhalation, for local action in the lower respiratory tract or for systemic action after absorption via the lower respiratory tract.',\n", + " 'frequency': 8295},\n", + " {'@id': 'host',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An organism that nourishes and supports another but does not benefit by the association; recipient of transplanted tissue or organ from a donor.',\n", + " 'frequency': 2660},\n", + " {'@id': 'surfactant protein d measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the amount of surfactant protein D present in a sample.',\n", + " 'frequency': 268},\n", + " {'@id': 'microorganism',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A microscopic organism. 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Each lung is irregularly conical in shape, presenting a blunt upper extremity (the apex), a concave base following the curve of the diaphragm, an outer convex surface (costal surface), an inner or mediastinal surface (mediastinal surface), a thin and sharp anterior border, and a thick and rounded posterior border.',\n", + " 'frequency': 13164},\n", + " {'@id': 'alveolar',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or relating to the alveoli.',\n", + " 'frequency': 938},\n", + " {'@id': 'epithelial cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Any of the cells of the epithelium, which covers the body and lines its cavities and glands.',\n", + " 'frequency': 1200},\n", + " {'@id': 'mucosa',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Mucous membrane.',\n", + " 'frequency': 1176},\n", + " {'@id': 'gastrointestinal tract',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The upper gastrointestinal (GI) tract is comprised of mouth, pharynx, esophagus and stomach while the lower GI tract consists of intestines and anus. 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Lipids can be subdivided into 2 groups: fatty acids and glycerides.',\n", + " 'frequency': 2810},\n", + " {'@id': 'mouse',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Any of numerous species of small rodents belonging to the genus Mus and various related genera of the family Muridae.',\n", + " 'frequency': 8632},\n", + " {'@id': 'respiratory system',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'The organs involved in the exchange of carbon dioxide and oxygen including the trachea, bronchi, and lung parenchyma.',\n", + " 'frequency': 4548},\n", + " {'@id': 'lipopolysaccharide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An endotoxin and biologically active component of the Gram-negative bacterial cell wall that is a Toll-like receptor 4 (TLR4) agonist with potential immunostimulatory activity. Upon internalization, lipopolysaccharide (LPS) activates TLR4 which in turn activates the NFkappaB pathway, in addition to mitogen-activated protein kinases signaling pathways. This leads to the release of proinflammatory cytokines and stimulates an innate immune response against vaccine antigens.',\n", + " 'frequency': 1508},\n", + " {'@id': 'metallopeptidase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A proteolytic enzyme that uses a metal ion, usually zinc, to catalyze the hydrolysis of peptide bonds. This protease is inhibited by metal chelating agents.',\n", + " 'frequency': 258},\n", + " {'@id': 'acute lung injury',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A finding of acute onset of bilateral pulmonary infiltrates by chest radiograph and a PaO2/FiO2 of less than or equal to 300, in the absence of heart failure. The infiltrate may be rich in neutrophils. 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Discharge across the cell membrane, into the intracellular space or ducts, of endogenous substances resulting from the activity of intact cells of glands, tissues, or organs.',\n", + " 'frequency': 1398},\n", + " {'@id': 'trachea',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The fibrocartilaginous, mucous-lined tube passing from the larynx to the bronchi.',\n", + " 'frequency': 751},\n", + " {'@id': 'alveolar macrophage',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Phagocytic macrophages on the surface of the pulmonary alveoli. 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Each antibody only binds to a specific antigen, helping to destroy the antigen directly or by assisting white blood cells to destroy the antigen.',\n", + " 'frequency': 3089},\n", + " {'@id': 'mammalia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A class of warm-blooded vertebrate animals having the skin more or less covered with hair; young are born alive except for the small subclass of monotremes and nourished with milk.',\n", + " 'frequency': 626},\n", + " {'@id': 'monoclonal antibody',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An antibody produced by a clone or genetically homogenous fast-growing cells i.e., hybridoma. Hybridoma cells are cloned to establish cell lines producing a specific antibody that is chemically and immunologically homogeneous. They are widely used in cancer detection, diagnosis, and treatment.',\n", + " 'frequency': 841},\n", + " {'@id': 'duct',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A tube that carries various secretions from one part of the body to another.',\n", + " 'frequency': 260},\n", + " {'@id': 'heart',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A hollow organ located slightly to the left of the middle portion of the chest. It is composed of muscle and it is divided by a septum into two sides: the right side which receives de-oxygenated blood from the body and the left side which sends newly oxygenated blood to the body. Each side is composed of two chambers: the atrium (receiving blood) and ventricle (ejecting blood).',\n", + " 'frequency': 13587},\n", + " {'@id': 'brain',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An organ composed of grey and white matter containing billions of neurons that is the center for intelligence and reasoning. It is protected by the bony cranium.',\n", + " 'frequency': 6289},\n", + " {'@id': 'skin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An organ that constitutes the external surface of the body. It consists of the epidermis, dermis, and skin appendages.',\n", + " 'frequency': 3622},\n", + " {'@id': 'blood vessel',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A tubular structure through which the blood circulates in the body. Blood vessels constitute a network composed of arteries, arterioles, capillaries, venules, and veins.',\n", + " 'frequency': 1256},\n", + " {'@id': 'stomach',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An organ located under the diaphragm, between the liver and the spleen as well as between the esophagus and the small intestine. The stomach is the primary organ of food digestion.',\n", + " 'frequency': 635},\n", + " {'@id': 'kidney',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'One of the two bean-shaped organs located on each side of the spine in the retroperitoneum. The right kidney is located below the liver and the left kidney below the diaphragm. The kidneys filter and secret the metabolic products and minerals from the blood, thus maintaining the homeostasis. On the superior pole of each kidney there is an adrenal gland. Each kidney and adrenal gland is surrounded by fat.',\n", + " 'frequency': 6173},\n", + " {'@id': 'mannose-binding lectin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A recombinant protein similar or identical to human mannan-binding lectin (MBL) with opsonin activity. MBL, a soluble pattern recognition receptor (PRR) collectin in the C-type lectin superfamily, is a plasma protein that plays an important role in innate immunity; MBL contains a carbohydrate recognition domain at one end and a collagen-like stalk domain at the other. Upon MBL binding to mannose residues on mannose-containing polysaccharides (mannans) on the surfaces of microorganisms, activation of the complement system results in the deposition of complement components (opsonization) and the clearance of the opsonized microorganisms by phagocytic cells. MBL is part of the mannan-binding lectin pathway (also known as the Ali/Krueger pathway), which has similarities to the classical complement pathway in that activation of C4 and C2 produce activated complement proteins further down the complement cascade. However, unlike the classical complement pathway, activation of this pathway is not antibody dependent.',\n", + " 'frequency': 411},\n", + " {'@id': 'carboxy-terminal amino acid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The amino acid residing in the last position of a protein or peptide.',\n", + " 'frequency': 442},\n", + " {'@id': 'carbohydrate',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A class of hydrocarbons with an empirical formula of Cm(H20)n (where m and n may be equal) and includes monomers, polymers and derivatives of aldoses, ketoses, saccharides, and alditols.',\n", + " 'frequency': 693},\n", + " {'@id': 'neck',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The region that connects the head to the rest of the body.',\n", + " 'frequency': 899},\n", + " {'@id': 'amino acid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Any organic compounds containing amino (-NH2) and carboxyl (-COOH) groups. In biochemistry, used to refer to the twenty-plus L-alpha-amino acids found in proteins.',\n", + " 'frequency': 1663},\n", + " {'@id': 'collagen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A family of large fibrous proteins that are the main components of connective tissue and are responsible for maintaining tissue structure.',\n", + " 'frequency': 675},\n", + " {'@id': 'cow',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Domesticated ungulates that are raised for beef, dairy products, and leather, and used for labor.',\n", + " 'frequency': 745},\n", + " {'@id': 'residue',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A single unit within a polymer; a recognizable molecular fragment embedded in a larger molecule.',\n", + " 'frequency': 315},\n", + " {'@id': 'cysteine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A non-essential sulfur-containing amino acid in humans, related to cystine, Cysteine is important for protein synthesis, detoxification, and diverse metabolic functions. Found in beta-keratin, the main protein in nails, skin, and hair, Cysteine is important in collagen production, as well as skin elasticity and texture. Also required in the manufacture of amino acid taurine, Cysteine is a component of the antioxidant glutathione, and plays a role in the metabolism of essential biochemicals such as coenzyme A, heparin, and biotin. (NCI04)',\n", + " 'frequency': 255},\n", + " {'@id': 'sus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'The taxonomic genus Sus.',\n", + " 'frequency': 886},\n", + " {'@id': 'accumulation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A state characterized by the gradual increase in entities or substances.',\n", + " 'frequency': 487},\n", + " {'@id': 'd-dimer measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the amount of d-dimers present in a sample.',\n", + " 'frequency': 1832},\n", + " {'@id': 'endoplasmic reticulum',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'The endoplasmic reticulum is a network of tubular membranes within the cytoplasm of the cell, occurring either with a smooth surface (smooth endoplasmic reticulum) or studded with ribosomes (rough endoplasmic reticulum), involved in the transport of materials. (Infoplease Dictionary)',\n", + " 'frequency': 1173},\n", + " {'@id': 'glycosylation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The covalent chemical or biochemical addition of carbohydrate or glycosyl groups to other chemicals, by glycosyl transferases.',\n", + " 'frequency': 448},\n", + " {'@id': 'sugar',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A white crystalline carbohydrate, typically sucrose, used as a sweetener and preservative.',\n", + " 'frequency': 659},\n", + " {'@id': 'formation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The act of forming something or the structure formed.',\n", + " 'frequency': 283},\n", + " {'@id': 'glucose',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A simple sugar monosaccharide having two isoforms, alpha and beta, with a chemical structure of C6H12O6 that acts as an energy source for both plants and animals by reacting with oxygen, generating carbon dioxide and water, and releasing energy.',\n", + " 'frequency': 6255},\n", + " {'@id': 'aggregation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A process by which particles collect to form a cohesive mass or cluster. The resulting structure is called an aggregate.',\n", + " 'frequency': 756},\n", + " {'@id': 'phagocytosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The process by which phagocytes engulf and digest microorganisms and cellular debris; an important defense against infection.',\n", + " 'frequency': 505},\n", + " {'@id': 'escherichia coli',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A common, gram negative gut bacterium that has been studied intensively by geneticists because of its small genome size, normal lack of pathogenicity, and ease of growth in the laboratory.',\n", + " 'frequency': 2775},\n", + " {'@id': 'bacteria',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Unicellular, prokaryotic organisms that reproduce by cell division and usually have cell walls; can be shaped like spheres, rods or spirals and can be found in virtually any environment.',\n", + " 'frequency': 8038},\n", + " {'@id': 'gram negative bacillus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Any rod shaped bacteria that contains low levels of peptidoglycan in its cell wall and stains pink with the Gram staining technique.',\n", + " 'frequency': 484},\n", + " {'@id': 'maturation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The act, or process, of natural progression in physical and psychological maturation from a previous, lower, or embryonic stage to a later, more complex, or adult stage.',\n", + " 'frequency': 327},\n", + " {'@id': 'klebsiella',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of Gram-negative, non-motile, rod-shaped bacteria that have a polysaccharide-based capsule and are oxidase negative. Klebsiella spp. are frequent human pathogens.',\n", + " 'frequency': 458},\n", + " {'@id': 'edetic acid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'The acid form of edetate, a chelating agent with anti-hypercalcemic and anticoagulant properties. Edetic acid binds calcium and heavy metal ions, forming soluble stable complexes which are readily excreted by the kidneys. This results in a decrease in serum calcium levels. This agent is also used as an anticoagulant for blood specimens and is applied as a treatment of lead poisoning.',\n", + " 'frequency': 270},\n", + " {'@id': 'mycobacterium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of acid-fast Gram-positive, aerobic and nonmotile bacteria in the phylum Actinobacteria.',\n", + " 'frequency': 731},\n", + " {'@id': 'mucoid pseudomonas aeruginosa',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A substrain of Pseudomonas aeruginosa that produces an exopolysaccharide alginate. Overexpression of alginate in mucoid strains causes formation of micro-colonies that are less susceptible to host defense mechanisms.',\n", + " 'frequency': 1634},\n", + " {'@id': 'cellularity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The degree, quality, or condition of cells that are present.',\n", + " 'frequency': 288},\n", + " {'@id': 'organism',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A living entity.',\n", + " 'frequency': 1473},\n", + " {'@id': 'klebsiella pneumoniae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A species of facultatively anaerobic, Gram negative, rod shaped bacteria assigned to the phylum Proteobacteria. This species is nonmotile, oxidase negative, and produces acid from glucose, mannitol, rhamnose, arabinose and amygdalin. K. ozaenae is pathogenic and a causative agent of ozena/atrophic rhinitis.',\n", + " 'frequency': 1886},\n", + " {'@id': 'mycobacterium tuberculosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An obligate anaerobic, weakly Gram-positive species of mycobacterium that is the cause of most cases of tuberculosis.',\n", + " 'frequency': 279},\n", + " {'@id': 'streptococcus pneumoniae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A Gram-positive, alpha-hemolytic diplococcus aerotolerant anaerobe Streptococcus species.',\n", + " 'frequency': 435},\n", + " {'@id': 'staphylococcus aureus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A common bacterial species found especially on nasal mucous membrane and skin (hair follicles); bacterial species that produces exotoxins including those that cause toxic shock syndrome, with resulting skin rash, and renal, hepatic, and central nervous system disease, and an enterotoxin associated with food poisoning; it causes furunculosis, cellulitis, pyemia, pneumonia, osteomyelitis, endocarditis, suppuration of wounds, other infections; also a cause of infection in burn patients; humans are the chief reservoir.',\n", + " 'frequency': 2589},\n", + " {'@id': 'septicemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The presence of pathogenic microorganisms in the blood stream causing a rapidly progressing systemic reaction that may lead to shock. Symptoms include fever, chills, tachycardia, and increased respiratory rate. It is a medical emergency that requires urgent medical attention.',\n", + " 'frequency': 4968},\n", + " {'@id': 'endotoxin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The lipopolysaccharide complexes that are part of the outer membrane of the cell wall of Gram-negative bacteria such as E. coli, Salmonella, Shigella, Pseudomonas, Neisseria, Haemophilus, and other leading pathogens. Upon bacterial infections, the lipid component (Lipid A) of endotoxin contributes to its toxicity, while the polysaccharide components contribute to immunogenicity.',\n", + " 'frequency': 361},\n", + " {'@id': 'inflammation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A localized protective response resulting from injury or destruction of tissues. Inflammation serves to destroy, dilute, or wall off both the injurious agent and the injured tissue. In the acute phase, inflammation is characterized by the signs of pain, heat, redness, swelling, and loss of function. Histologically, inflammation involves a complex series of events, including dilatation of arterioles, capillaries, and venules, with increased permeability and blood flow; exudation of fluids, including plasma proteins; and leukocyte migration into the site of inflammation.',\n", + " 'frequency': 6863},\n", + " {'@id': 'p-selectin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'P-selectin (830 aa, ~91 kDa) is encoded by the human SELP gene. This protein plays a role in leukocyte adhesion to myeloid cells, endothelial cells or platelets.',\n", + " 'frequency': 550},\n", + " {'@id': 'aspergillus fumigatus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A species of mold fungus in the phylum Ascomycota with a stable haploid genome, no known sexual cycle, and that reproduces by forming conidiospores that are released into the environment.',\n", + " 'frequency': 281},\n", + " {'@id': 'candida albicans',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A species of diploid fungus in the phylum Ascomycota which is capable of mating but not of meiosis, and is a causal agent of opportunistic oral and genital infections in humans.',\n", + " 'frequency': 758},\n", + " {'@id': 'fungus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A kingdom of eukaryotic, heterotrophic organisms that live as saprobes or parasites, including mushrooms, yeasts, smuts, molds, etc. They reproduce either sexually or asexually, and have life cycles that range from simple to complex. Filamentous fungi refer to those that grow as multicellular colonies (mushrooms and molds).',\n", + " 'frequency': 659},\n", + " {'@id': 'neutrophil gelatinase-associated lipocalin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Neutrophil gelatinase-associated lipocalin (198 aa, ~23 kDa) is encoded by the human LCN2 gene. This protein may play a role in iron transport, apoptosis, and innate immunity.',\n", + " 'frequency': 1151},\n", + " {'@id': 'influenza',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An acute viral infection of the respiratory tract, occurring in isolated cases, in epidemics, or in pandemics; it is caused by serologically different strains of viruses (influenzaviruses) designated A, B, and C, has a 3-day incubation period, and usually lasts for 3 to 10 days. It is marked by inflammation of the nasal mucosa, pharynx, and conjunctiva; headache; myalgia; often fever, chills, and prostration; and occasionally involvement of the myocardium or central nervous system.',\n", + " 'frequency': 2177},\n", + " {'@id': 'virus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An infectious agent which consists of two parts, genetic material and a protein coat. These organisms lack independent metabolism, and they must infect the cells of other types of organisms to reproduce. Most viruses are capable of passing through fine filters that retain bacteria, and are not visible through a light microscope.',\n", + " 'frequency': 6693},\n", + " {'@id': 'bronchoalveolar lavage',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Washing out the bronchi and alveoli by flushing with a fluid.',\n", + " 'frequency': 632},\n", + " {'@id': 'balochi language',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An Indo-European language that is the principal language of the Baloch people, spoken primarily in Iran, Pakistan and Afghanistan.',\n", + " 'frequency': 579},\n", + " {'@id': 'viral infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Any disease caused by a virus.',\n", + " 'frequency': 2106},\n", + " {'@id': 'calcium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An element with atomic symbol Ca, atomic number 20, and atomic weight 40.08.',\n", + " 'frequency': 1382},\n", + " {'@id': 'receptor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A protein located on the cell surface, or in the cytoplasm, that binds to a specific signaling factor, such as a hormone, antigen, or neurotransmitter, causing a conformational and functional change in the receptor molecule. The ligand-bound receptor then alters its interaction with target molecules, which leads to changes in cellular physiology through modification of the activity of one or more signal transduction pathways.',\n", + " 'frequency': 535},\n", + " {'@id': 'peptidase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Enzymes acting on peptide bonds. EC 3.4.-',\n", + " 'frequency': 1137},\n", + " {'@id': 'organic oxide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Organic compounds containing an oxygen in this state.',\n", + " 'frequency': 466},\n", + " {'@id': 'influenza a virus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A negative-strand linear single-strand RNA virus with an 8 segment genome. Virions are enveloped and usually spherical or pleomorphic, 80-120 nm in diameter. Subtyping is based on the antigenic properties of the hemagglutinin and neuraminidase proteins. Influenza type A viruses can infect people, birds, pigs, horses, and other animals, but wild birds are the natural hosts for these viruses.',\n", + " 'frequency': 682},\n", + " {'@id': 'acid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A substance that yields hydrogen ions or protons in aqueous solutions; a substance capable of accepting a pair of electrons for the formation of a coordinate covalent bond; a substance whose hydrogen can be replaced by metals or basic radicals, or which react with bases to form salts and water.',\n", + " 'frequency': 985},\n", + " {'@id': 'degradation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Problem associated with a undesired change in the chemical structure, physical properties, or appearance in the materials that are used in the device construction.',\n", + " 'frequency': 767},\n", + " {'@id': 'diabetes mellitus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A metabolic disorder characterized by abnormally high blood sugar levels due to diminished production of insulin or insulin resistance/desensitization.',\n", + " 'frequency': 13392},\n", + " {'@id': 'airway',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The part of the respiratory system between the nose or mouth and the lungs.',\n", + " 'frequency': 3311},\n", + " {'@id': 'infectious disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder resulting from the presence and activity of a microbial, viral, fungal, or parasitic agent. It can be transmitted by direct or indirect contact.',\n", + " 'frequency': 15524},\n", + " {'@id': 'vascular',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Relating to or containing blood vessels.',\n", + " 'frequency': 4229},\n", + " {'@id': 'alveolus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Any of the terminal sacs in the lungs through which gas exchange takes place with the pulmonary capillary blood.',\n", + " 'frequency': 308},\n", + " {'@id': 'animal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A living organism that has membranous cell walls, requires oxygen and organic foods, and is capable of voluntary movement, as distinguished from a plant or mineral.',\n", + " 'frequency': 6543},\n", + " {'@id': 'proliferation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Multiplying or increasing in number.',\n", + " 'frequency': 3037},\n", + " {'@id': 'dna replication',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The process by which the two strands of a DNA double helix separate, allowing each strand to act as a template for the synthesis of a complementary strand by specific base pairing. Includes autonomous but not virus replication.',\n", + " 'frequency': 1686},\n", + " {'@id': 'glyburide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A sulfonamide urea derivative with antihyperglycemic activity that can potentially be used to decrease cerebral edema. Upon administration, glyburide binds to and blocks the sulfonylurea receptor type 1 (SUR1) subunit of the ATP-sensitive inwardly-rectifying potassium (K(ATP)) channels on the membranes of pancreatic beta cells. This prevents the inward current flow of positively charged potassium (K+) ions into the cell, and induces a calcium ion (Ca2+) influx through voltage-sensitive calcium channels, which triggers exocytosis of insulin-containing granules. In addition, glyburide also inhibits the SUR1-regulated nonselective cation (NC) Ca-ATP channel, melastatin 4 (transient receptor potential cation channel subfamily M member 4; (TRPM4)), thereby preventing capillary failure and brain swelling. SUR1-TRPM4 channels are formed by co-assembly of SUR1 with TRPM4 in neurons, astrocytes, and capillary endothelium during cerebral ischemia. Upon ischemia-induced ATP depletion, channels open which results in sodium influx, cytotoxic edema formation, capillary fragmentation and necrotic cell death. SUR1-TRPM4 is not expressed in normal, uninjured tissues.',\n", + " 'frequency': 2382},\n", + " {'@id': 'blood',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A liquid tissue; its major function is to transport oxygen throughout the body. It also supplies the tissues with nutrients, removes waste products, and contains various components of the immune system defending the body against infection. Several hormones also travel in the blood.',\n", + " 'frequency': 17295},\n", + " {'@id': 'insulin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Angiotensin-converting enzyme 2 (805 aa, ~92 kDa) is encoded by the human ACE2 gene. This protein plays a role in both vasodilation and protein cleavage.',\n", + " 'frequency': 4083},\n", + " {'@id': 'adenovirus infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An infectious process caused by adenovirus. The virus may cause respiratory illness, conjunctivitis, gastroenteritis, and cystitis.',\n", + " 'frequency': 461},\n", + " {'@id': 'renal clearance',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The rate at which a substance is removed from the blood via the kidneys.',\n", + " 'frequency': 549},\n", + " {'@id': 'human respiratory syncytial virus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A negative-sense, enveloped RNA virus. The virion is variable in shape and size with an average diameter of between 120 and 300 nm.',\n", + " 'frequency': 541},\n", + " {'@id': 'streptococcus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A genus of Gram-positive bacteria in the phylum Firmicutes and the lactic acid bacteria group.',\n", + " 'frequency': 601},\n", + " {'@id': 'haemophilus influenzae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A species of facultatively anaerobic or aerobic, Gram negative, rod shaped bacteria assigned to the phylum Proteobacteria. This species is nonmotile, catalase and oxidase positive, porphyrin negative, requires both X and V factors to grow in culture, and may be encapsulated or nonencapsulated. H. influenzae is an opportunistic pathogen causing a wide variety of infections including osteomyelitis, meningitis, conjunctivitis and pneumonia.',\n", + " 'frequency': 628},\n", + " {'@id': 'antigen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Any substance, generally a protein, that stimulates the immune system and elicits an immune response. Recognition by the immune system elicits either a T-lymphocyte response, recognizing processed antigens, or a B-lymphocyte response, producing antibodies that bind to unprocessed antigens.',\n", + " 'frequency': 889},\n", + " {'@id': 'antigen presenting cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A cell that enables a T-lymphocyte to recognize an antigen by engulfing the antigen, breaking down the antigen into smaller fragments which bind to MHC molecules on the surface of the antigen presenting cell. The T-lymphocyte can now recognize and bind with the MHC-linked antigen.',\n", + " 'frequency': 291},\n", + " {'@id': 'ige',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An immunoglobulin isotype (subclass). This isotype has the unique ability to bind with high affinity to IgE receptors (FceRI) on mast cells and basophils and induce degranulation and cytokine production by these cells when they are crosslinked by antigen. In addition to a central role in atopy and allergic responses, it has been speculated that IgE-mediated mast cell degranulation, by its release of mediators that increase vascular permeability, has an important role in the initiation of immune response in general.',\n", + " 'frequency': 796},\n", + " {'@id': 'allergen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A substance that elicits an allergic reaction.',\n", + " 'frequency': 458},\n", + " {'@id': 'asthma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A chronic respiratory disease manifested as difficulty breathing due to the narrowing of bronchial passageways.',\n", + " 'frequency': 2045},\n", + " {'@id': 'hypersensitivity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An immune response that occurs following exposure to an innocuous antigen, but that does not require the presence of preformed antibodies to the antigen.',\n", + " 'frequency': 345},\n", + " {'@id': 'humoral immunity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Immune processes mediated by antibodies',\n", + " 'frequency': 297},\n", + " {'@id': 'therapeutic glucocorticoid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Synthetically derived forms of the naturally occurring Glucocorticoids.',\n", + " 'frequency': 461},\n", + " {'@id': 'cytokine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A class of soluble glycoproteins which act nonenzymatically through specific receptors to regulate immune responses. Cytokines are derived from both immune and non-immune cells and are intercellular mediators that differ from hormones in that they are produced by a number of tissue or cell types rather than by specialized glands.',\n", + " 'frequency': 5334},\n", + " {'@id': 'dexamethasone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic adrenal corticosteroid with potent anti-inflammatory properties. In addition to binding to specific nuclear steroid receptors, dexamethasone also interferes with NF-kB activation and apoptotic pathways. This agent lacks the salt-retaining properties of other related adrenal hormones. (NCI04)',\n", + " 'frequency': 474},\n", + " {'@id': 'transcription factor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Transcription factors are a diverse group of proteins that bind to DNA at specific promoter or enhancer regions. They also bind to DNA-associated proteins to initiate, stimulate, inhibit or terminate transcription. The proteins are often physically associated in a preinitiation complex and contain structural motifs.',\n", + " 'frequency': 803},\n", + " {'@id': 'basal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'The lowest layer of a structure.',\n", + " 'frequency': 421},\n", + " {'@id': 'tissue',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An anatomical structure consisting of similarly specialized cells and intercellular matrix, aggregated according to genetically determined spatial relationships, performing a specific function.',\n", + " 'frequency': 3160},\n", + " {'@id': 'thyroid gland',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An endocrine gland located at the base of the neck that produces and secretes thyroxine and other hormones. Thyroxine is important for metabolic control.',\n", + " 'frequency': 924},\n", + " {'@id': 'nuclear',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'Pertaining to the nucleus.',\n", + " 'frequency': 2092},\n", + " {'@id': 'immunodeficiency',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder in which the immune system is unable to mount an adequate immune response.',\n", + " 'frequency': 414},\n", + " {'@id': 'organ',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A unique macroscopic (gross) anatomic structure that performs specific functions. It is composed of various tissues. An organ is part of an anatomic system or a body region. Representative examples include the heart, lung, liver, spleen, and uterus.',\n", + " 'frequency': 4524},\n", + " {'@id': 'man',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An adult, male human.',\n", + " 'frequency': 707},\n", + " {'@id': 'fatigue',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Overall tiredness and lack of energy.',\n", + " 'frequency': 995},\n", + " {'@id': 'heart failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inability of the heart to pump blood at an adequate rate to meet tissue metabolic requirements. Clinical symptoms of heart failure include: unusual dyspnea on light exertion, recurrent dyspnea occurring in the supine position, fluid retention or rales, jugular venous distension, pulmonary edema on physical exam, or pulmonary edema on chest x-ray presumed to be cardiac dysfunction.',\n", + " 'frequency': 2050},\n", + " {'@id': 'renal failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An acute or chronic condition that is characterized by the inability of the kidneys to adequately filter the blood.',\n", + " 'frequency': 1311},\n", + " {'@id': 'renal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or pertaining to the kidney.',\n", + " 'frequency': 7043},\n", + " {'@id': 'creatinine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'The breakdown product of creatine, a constituent of muscle tissue, that is excreted by the kidney and whose serum level is used to evaluate kidney function.',\n", + " 'frequency': 2407},\n", + " {'@id': 'proteinuria',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The presence of abnormal amounts of protein in the urine.',\n", + " 'frequency': 732},\n", + " {'@id': 'serum protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Dissolved proteins of blood plasma. These mainly consist of albumins and globulins and include antibodies and blood-clotting proteins.',\n", + " 'frequency': 304},\n", + " {'@id': 'serine protease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Proteases that have a serine residue in the active center of the enzyme. These enzymes catalyze the hydrolysis of covalent peptidic bonds by serine nucleophilic attack. Serine proteases participate in a wide range of functions in the body, including blood clotting, inflammation, and digestion.',\n", + " 'frequency': 331},\n", + " {'@id': 'urine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The fluid that is excreted by the kidneys. It is stored in the bladder and discharged through the urethra.',\n", + " 'frequency': 3144},\n", + " {'@id': 'atrial fibrillation by ecg finding',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An electrocardiographic finding of a supraventricular arrhythmia characterized by the replacement of consistent P waves by rapid oscillations or fibrillatory waves that vary in size, shape and timing and are accompanied by an irregularly irregular ventricular response. (CDISC)',\n", + " 'frequency': 565},\n", + " {'@id': 'ventricular',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or relating to a ventricle (of the heart or brain).',\n", + " 'frequency': 1169},\n", + " {'@id': 'myocardial',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or pertaining to the myocardium.',\n", + " 'frequency': 1840},\n", + " {'@id': 'm protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A protein complex comprised of two heavy chains and two light chains. Monoclonal immunoglobulin (M protein) is found in abundance in patients who have multiple myeloma. The protein is not produced in response to an antigen, but it is expressed in malignant plasma cells and excreted into the blood and urine.',\n", + " 'frequency': 520},\n", + " {'@id': 'bone marrow',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The tissue occupying the spaces of bone. It consists of blood vessel sinuses and a network of hematopoietic cells which give rise to the red cells, white cells, and megakaryocytes.',\n", + " 'frequency': 1543},\n", + " {'@id': 'dysfunction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Disturbance, impairment or abnormality of function.',\n", + " 'frequency': 1488},\n", + " {'@id': 'diastolic dysfunction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Impairment in the filling of the ventricles during diastole. Causes include hypertrophic and restrictive cardiomyopathies, coronary artery disease, chronic high blood pressure, aortic stenosis, and aging.',\n", + " 'frequency': 264},\n", + " {'@id': 'myocardium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The striated muscle tissue of the heart enveloped by the epicardium and the endocardium.',\n", + " 'frequency': 654},\n", + " {'@id': 'arrhythmia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Angiotensin-converting enzyme 2 (805 aa, ~92 kDa) is encoded by the human ACE2 gene. This protein plays a role in both vasodilation and protein cleavage.',\n", + " 'frequency': 924},\n", + " {'@id': 'survival',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Continuance of life or existence especially under adverse conditions; includes methods and philosophy of survival.',\n", + " 'frequency': 7038},\n", + " {'@id': 'valve device',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A mechanical device designed to control the flow of a fluid.',\n", + " 'frequency': 450},\n", + " {'@id': 'dyspnea',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An uncomfortable sensation of difficulty breathing. It may present as an acute or chronic sign of an underlying respiratory or heart disorder.',\n", + " 'frequency': 1080},\n", + " {'@id': 'fever',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Elevation of body temperature above normal due to inflammatory or immune responses.',\n", + " 'frequency': 3617},\n", + " {'@id': 'endocarditis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inflammation of the endocardium.',\n", + " 'frequency': 328},\n", + " {'@id': 'ampicillin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A broad-spectrum, semi-synthetic, beta-lactam penicillin antibiotic with bactericidal activity. Ampicillin binds to and inactivates penicillin-binding proteins (PBP) located on the inner membrane of the bacterial cell wall. Inactivation of PBPs interferes with the cross-linkage of peptidoglycan chains necessary for bacterial cell wall strength and rigidity. This interrupts bacterial cell wall synthesis and results in the weakening of the bacterial cell wall and causes cell lysis. Ampicillin is stable against hydrolysis by a variety of beta-lactamases, therefore, can be used in wide range of gram-positive and -negative infections.',\n", + " 'frequency': 490},\n", + " {'@id': 'gentamicin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A broad-spectrum aminoglycoside antibiotic produced by fermentation of Micromonospora purpurea or M. echinospora. Gentamicin is an antibiotic complex consisting of four major (C1, C1a, C2, and C2a) and several minor components. This agent irreversibly binds to the bacterial 30S ribosomal subunit. Specifically, this antibiotic is lodged between 16S rRNA and S12 protein within the 30S subunit. This leads to interference with translational initiation complex, misreading of mRNA, thereby hampering protein synthesis and resulting in bactericidal effect. Aminoglycosides are mostly ineffective against anaerobic bacteria, fungi and viruses.',\n", + " 'frequency': 775},\n", + " {'@id': 'death',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The cessation of life.',\n", + " 'frequency': 7632},\n", + " {'@id': 'weakness',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The property of lacking physical strength.',\n", + " 'frequency': 425},\n", + " {'@id': 'skin rash',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any change in the skin which affects its appearance or texture. A rash may be localized to one part of the body, or affect all the skin. Rashes may cause the skin to change color, itch, become warm, bumpy, dry, cracked or blistered, swell and may be painful.',\n", + " 'frequency': 413},\n", + " {'@id': 'proximal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Situated nearest to a point of attachment or origin.',\n", + " 'frequency': 535},\n", + " {'@id': 'muscle',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'One of the contractile organs of the body.',\n", + " 'frequency': 2986},\n", + " {'@id': 'lower extremity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The limb that is composed of the hip, thigh, leg and foot.',\n", + " 'frequency': 624},\n", + " {'@id': 'leg',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'One of the two lower extremities in humans used for locomotion and support.',\n", + " 'frequency': 439},\n", + " {'@id': 'creatine kinase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An enzyme complex that can reversibly convert ATP and creatine to phosphocreatine and ADP. Cytosolic creatine kinases are comprised of homodimers or heterodimers of creatine kinase B-type protein and creatine kinase M-type protein. Mitochondrial creatine kinases are octomers comprised of either four homodimers of creatine kinase U-type, mitochondrial protein or four creatine kinase S-type, mitochondrial protein homodimers.',\n", + " 'frequency': 626},\n", + " {'@id': 'electronic source report form',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A digital form that is used to capture and manage original data.',\n", + " 'frequency': 613},\n", + " {'@id': 'vasculitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An inflammatory process involving the wall of the vessels (large, medium, or small-sized vessels). The inflammatory process may cause necrosis or formation of granulomas in the vascular wall. It may be the result of an autoimmune disorder, infection, or malignancy. Representative examples include polyarteritis nodosa, temporal arteritis, Wegener granulomatosis, Kawasaki disease, Takayasu arteritis, and Henoch-Schonlein purpura.',\n", + " 'frequency': 239},\n", + " {'@id': 'skin necrosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Death of one or more layers of skin.',\n", + " 'frequency': 902},\n", + " {'@id': 'methylprednisolone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic corticosteroid with anti-inflammatory and immunomodulating properties. Methylprednisolone binds to and activates specific nuclear receptors, resulting in altered gene expression and inhibition of proinflammatory cytokine production. This agent also decreases the number of circulating lymphocytes, induces cell differentiation, and stimulates apoptosis in sensitive tumor cell populations.',\n", + " 'frequency': 385},\n", + " {'@id': 'methotrexate',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'An antimetabolite and antifolate agent with antineoplastic and immunosuppressant activities. Methotrexate binds to and inhibits the enzyme dihydrofolate reductase, resulting in inhibition of purine nucleotide and thymidylate synthesis and, subsequently, inhibition of DNA and RNA syntheses. Methotrexate also exhibits potent immunosuppressant activity although the mechanism(s) of actions is unclear.',\n", + " 'frequency': 341},\n", + " {'@id': 'cancer',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A tumor composed of atypical neoplastic, often pleomorphic cells that invade other tissues. Malignant neoplasms often metastasize to distant anatomic sites and may recur after excision. The most common malignant neoplasms are carcinomas, Hodgkin and non-Hodgkin lymphomas, leukemias, melanomas, and sarcomas.',\n", + " 'frequency': 6047},\n", + " {'@id': 'electrolytes',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Substances that ionize into anions and cations in body fluids. Electrolytes regulate nerve and muscle function and water distribution between cells, plasma, and interstitial fluid. Imbalances can cause serious physiologic effects, including seizures, cardiac arrhythmias and convulsions.',\n", + " 'frequency': 644},\n", + " {'@id': 'hypothyroidism',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Abnormally low levels of thyroid hormone.',\n", + " 'frequency': 298},\n", + " {'@id': 'steroid compound',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Compounds possessing the skeleton of cyclopenta[a]phenanthrene or a skeleton derived therefrom by one or more bond scissions or ring expansions or contractions. Methyl groups are normally present at C-10 and C-13. An alkyl side chain may also be present at C-17. They include cholesterol, numerous hormones, precursors of certain vitamins, bile acids, alcohols (STEROLS), and certain natural drugs and poisons.',\n", + " 'frequency': 2031},\n", + " {'@id': 'corticosteroid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Hormones synthesized in the cortex of the adrenal gland and consist of two subclasses, glucocorticoids (carbohydrate regulation) and mineralocorticoids (electrolyte regulation).',\n", + " 'frequency': 624},\n", + " {'@id': 'hypoxia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A decrease in the amount of oxygen in the body. Symptoms range from mild (impaired judgment, memory loss, impaired motor coordination) to severe (seizures and coma).',\n", + " 'frequency': 1221},\n", + " {'@id': 'how often nausea',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A question about how often an individual has or had nausea.',\n", + " 'frequency': 884},\n", + " {'@id': 'diarrhea, ctcae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder characterized by an increase in frequency and/or loose or watery bowel movements.',\n", + " 'frequency': 1275},\n", + " {'@id': 'human immunodeficiency virus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'The virus isolated and recognized as the etiologic agent of AIDS. HIV-1 is classified as a lentivirus, a subtype of retroviruses.',\n", + " 'frequency': 2301},\n", + " {'@id': 'antibiotic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Substances naturally produced by microorganisms or their derivatives that selectively target microorganisms not humans. Antibiotics kill or inhibit the growth of microorganisms by targeting components of the microbial cell absent from human cells, including bacterial cell walls, cell membrane, and 30S or 50S ribosomal subunits. These substances are used in the treatment of bacterial and other microbial infections.',\n", + " 'frequency': 5910},\n", + " {'@id': 'oxygen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An element with atomic symbol O, atomic number 8, and atomic weight 16.',\n", + " 'frequency': 3420},\n", + " {'@id': 'inflammatory disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An infectious or non infectious disorder characterized by signs and symptoms derived from focal or extensive tissue infiltration by acute (e.g., polymorphonuclear) or chronic (e.g., lymphocytic-plasmacytic) inflammatory cells. Representative examples of infectious disorders include viral infections, bacterial infections, and parasitic infections. Representative examples of non-infectious inflammatory disorders include inflammatory bowel disease and inflammatory polyps.',\n", + " 'frequency': 957},\n", + " {'@id': 'failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A lack of occurrence or performance.',\n", + " 'frequency': 1665},\n", + " {'@id': 'how much distress cough',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': \"A question about an individual's distress from their cough.\",\n", + " 'frequency': 283},\n", + " {'@id': 'weight loss',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A reduction in total body weight.',\n", + " 'frequency': 541},\n", + " {'@id': 'inflammatory',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Relating to inflammation.',\n", + " 'frequency': 1582},\n", + " {'@id': 'fibrosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The formation of fibrous tissue.',\n", + " 'frequency': 1562},\n", + " {'@id': 'granulocyte-macrophage colony-stimulating factor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Granulocyte-macrophage colony-stimulating factor (144 aa, ~16 kDa) is encoded by the human CSF2 gene. This protein plays a role in the positive regulation of the growth and differentiation of cells in the granulocyte, macrophage, eosinophil and erythrocyte lineages.',\n", + " 'frequency': 350},\n", + " {'@id': 'congenital abnormality',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any abnormality, anatomical or biochemical, evident at birth or during the neonatal period.',\n", + " 'frequency': 333},\n", + " {'@id': 'repair',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The act of returning something to working order.',\n", + " 'frequency': 896},\n", + " {'@id': 'acetaminophen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A p-aminophenol derivative with analgesic and antipyretic activities. Although the exact mechanism through which acetaminophen exert its effects has yet to be fully determined, acetaminophen may inhibit the nitric oxide (NO) pathway mediated by a variety of neurotransmitter receptors including N-methyl-D-aspartate (NMDA) and substance P, resulting in elevation of the pain threshold. The antipyretic activity may result from inhibition of prostaglandin synthesis and release in the central nervous system (CNS) and prostaglandin-mediated effects on the heat-regulating center in the anterior hypothalamus.',\n", + " 'frequency': 344},\n", + " {'@id': 'pulmonary embolism',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The obstruction of the pulmonary artery or one of its branches by an embolus, sometimes associated with infarction of the lung.',\n", + " 'frequency': 658},\n", + " {'@id': 'abscess',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An inflammatory process characterized by the accumulation of pus within a newly formed tissue cavity which is the result of a bacterial, fungal, or parasitic infection or the presence of a foreign body.',\n", + " 'frequency': 451},\n", + " {'@id': 'seizure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Sudden, involuntary skeletal muscular contractions of cerebral or brain stem origin.',\n", + " 'frequency': 1322},\n", + " {'@id': 'tachycardia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An abnormally rapid heart rate. Thresholds for different age, gender, and patient populations exist.',\n", + " 'frequency': 352},\n", + " {'@id': 'thromboembolism',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Occlusion of the lumen of a vessel by a thrombus that has migrated from a distal site via the blood stream.',\n", + " 'frequency': 558},\n", + " {'@id': 'oral cavity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The cavity located at the upper end of the alimentary canal, behind the teeth and gums that is bounded on the outside by the lips, above by the hard and soft palates and below by the tongue.',\n", + " 'frequency': 4372},\n", + " {'@id': 'estradiol',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'The most potent form of the naturally occurring steroid sex hormone in humans, produced by ovary, placenta, testis, and in small amount by adrenal cortex. Estradiol binds to a specific intracellular estrogen receptor located in female organs, breasts, hypothalamus and pituitary. The receptor-ligand complex promotes gene expression necessary for the maintenance of fertility and secondary sexual characteristics in females. In addition, estradiol exhibits mild anabolic and metabolic properties, and increases blood coagulability. Estradiol, the principal intracellular human estrogen, is substantially more active at the cellular level than its metabolites, estrone and estriol.',\n", + " 'frequency': 258},\n", + " {'@id': 'cerebral hemisphere',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The part of the brain that controls muscle functions and also controls speech, thought, emotions, reading, writing, and learning. The right hemisphere controls the muscles on the left side of the body, and the left hemisphere controls the muscles on the right side of the body.',\n", + " 'frequency': 2308},\n", + " {'@id': 'urinary',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Urinary; of or relating to urine, of or relating to the urinary system, or of or relating to the function or production or secretion of urine.',\n", + " 'frequency': 1658},\n", + " {'@id': 'headache',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Pain in various parts of the head, not confined to the area of distribution of any nerve.',\n", + " 'frequency': 1105},\n", + " {'@id': 'vaginal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or relating to the vagina.',\n", + " 'frequency': 604},\n", + " {'@id': 'fetus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An unborn or unhatched vertebrate in the later stages of development showing the main recognizable features of the mature being.',\n", + " 'frequency': 1071},\n", + " {'@id': 'placenta',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': \"An organ present in some vertebrates during embryonic gestation that surrounds the fetus and provides it with nutrients and oxygen, facilitates gas and waste exchange between the fetus and mother, and provides parasitic cloaking from the mother's immune system by excretion of neurokinin B.\",\n", + " 'frequency': 1424},\n", + " {'@id': 'seizure disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A brain disorder characterized by episodes of abnormally increased neuronal discharge resulting in transient episodes of sensory or motor neurological dysfunction, or psychic dysfunction. These episodes may or may not be associated with loss of consciousness or convulsions.',\n", + " 'frequency': 518},\n", + " {'@id': 'coma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A state of profound unconsciousness associated with markedly depressed cerebral activity. Causes include central nervous system damage, intoxication, and metabolic abnormalities.',\n", + " 'frequency': 487},\n", + " {'@id': 'preeclampsia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A systolic blood pressure of 140 mmHg or higher, or a diastolic blood pressure of 90 mmHg or higher on two occasions at least 4 hours apart (or greater than or equal to 160/110 mmHg within a short interval) after 20 weeks of gestation in a woman with previously normal blood pressure. It may present with proteinuria but if not, it may be associated with thrombocytopenia, impaired liver function, progressive renal insufficiency, pulmonary edema, or new-onset cerebral or visual disturbances.',\n", + " 'frequency': 706},\n", + " {'@id': 'hypertension',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Blood pressure that is abnormally high.',\n", + " 'frequency': 6243},\n", + " {'@id': 'edema',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Accumulation of an excessive amount of fluid in cells or intercellular tissues.',\n", + " 'frequency': 816},\n", + " {'@id': 'medication',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A drug product that contains one or more active and/or inactive ingredients; it is intended to treat, prevent or alleviate the symptoms of disease. This term does not refer to the individual ingredients that make up the product.',\n", + " 'frequency': 1670},\n", + " {'@id': 'recognition',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The act of seeing something as familiar.',\n", + " 'frequency': 377},\n", + " {'@id': 'pain',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The sensation of discomfort, distress, or agony, resulting from the stimulation of specialized nerve endings.',\n", + " 'frequency': 2265},\n", + " {'@id': 'injury',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Damage inflicted on the body as the direct or indirect result of an external force, with or without disruption of structural continuity.',\n", + " 'frequency': 3447},\n", + " {'@id': 'vaccine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Preparations containing substances with antigenic properties administered to activate the immune system, thereby inducing an immune response.',\n", + " 'frequency': 1782},\n", + " {'@id': 'sore throat',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any kind of inflammatory process of the tonsils, pharynx, or/and larynx characterized by pain in swallowing.',\n", + " 'frequency': 257},\n", + " {'@id': 'neurologic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Pertaining to nerves or the nervous system.',\n", + " 'frequency': 591},\n", + " {'@id': 'oropharyngeal route of administration',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Administration of a drug directly to the mouth and pharynx.',\n", + " 'frequency': 501},\n", + " {'@id': 'respiratory failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The significant impairment of gas exchange within the lungs resulting in hypoxia, hypercarbia, or both, to the extent that organ tissue perfusion is severely compromised. Causes include chronic obstructive pulmonary disease, asthma, emphysema, acute respiratory distress syndrome, pneumonia, pulmonary edema, pneumothorax, and congestive heart failure. Treatment requires intubation and mechanical ventilation until the time the lungs recover sufficient function.',\n", + " 'frequency': 1358},\n", + " {'@id': 'food',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A group of materials of either plant, animal or artificial origin containing essential body nutrients that can be ingested by an organism to produce energy, stimulate growth, and maintain life.',\n", + " 'frequency': 1570},\n", + " {'@id': 'serum',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The clear portion of the blood that remains after the removal of the blood cells and the clotting proteins.',\n", + " 'frequency': 5993},\n", + " {'@id': 'gland',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An organ that produces and secretes hormones (e.g. endocrine gland), saliva or sweat (e.g. exocrine gland).',\n", + " 'frequency': 244},\n", + " {'@id': 'disease or disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any abnormal condition of the body or mind that causes discomfort, dysfunction, or distress to the person affected or those in contact with the person. The term is often used broadly to include injuries, disabilities, syndromes, symptoms, deviant behaviors, and atypical variations of structure and function.',\n", + " 'frequency': 1809},\n", + " {'@id': 'potassium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An element with atomic symbol K, atomic number 19, and atomic weight 39.10.',\n", + " 'frequency': 647},\n", + " {'@id': 'abdominal pain',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Painful sensation in the abdominal region.',\n", + " 'frequency': 768},\n", + " {'@id': 'intestine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The portion of the gastrointestinal tract between the stomach and the anus. It includes the small intestine and large intestine.',\n", + " 'frequency': 1870},\n", + " {'@id': 'obstruction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Blockage of the normal flow of the contents of an anatomical passageway.',\n", + " 'frequency': 412},\n", + " {'@id': 'vomiting',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Forceful ejection of the contents of the stomach through the mouth.',\n", + " 'frequency': 1107},\n", + " {'@id': 'anorexia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Loss of appetite.',\n", + " 'frequency': 360},\n", + " {'@id': 'abdomen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The portion of the body that lies between the thorax and the pelvis.',\n", + " 'frequency': 721},\n", + " {'@id': 'rectal dosage form',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A substance intended for administration in or around the rectum.',\n", + " 'frequency': 658},\n", + " {'@id': 'blood urea',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The most prevalent of nonprotein nitrogenous compounds circulating in the blood used as an indicator of liver and kidney function.',\n", + " 'frequency': 450},\n", + " {'@id': 'ascites',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The accumulation of fluid in the peritoneal cavity, which may be serous, hemorrhagic, or the result of tumor metastasis to the peritoneum.',\n", + " 'frequency': 347},\n", + " {'@id': 'erythrocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Cell specialized for oxygen transport, having a high concentration of hemoglobin in the cytoplasm and little else; biconcave, anucleate discs, 7nm diameter in mammals.',\n", + " 'frequency': 1321},\n", + " {'@id': 'mesenteric',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of, or relating to, or located in a mesentery.',\n", + " 'frequency': 272},\n", + " {'@id': 'stenosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Narrowing or stricture of a vessel, duct or canal.',\n", + " 'frequency': 436},\n", + " {'@id': 'plasma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Plasma is the fluid (noncellular) portion of the circulating blood, as distinguished from the serum that is the fluid portion of the blood obtained by removal of the fibrin clot and blood cells after coagulation.',\n", + " 'frequency': 4500},\n", + " {'@id': 'angiotensin-converting enzyme',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Angiotensin-converting enzyme (1306 aa, ~150 kDa) is encoded by the human ACE gene. This protein plays a role in the hydrolysis of angiotensin I to form angiotensin II and the solubilization of glycophophoinositol-anchored proteins from the plasma membrane.',\n", + " 'frequency': 414},\n", + " {'@id': 'angiotensin-converting enzyme 2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Angiotensin-converting enzyme 2 (805 aa, ~92 kDa) is encoded by the human ACE2 gene. This protein plays a role in both vasodilation and protein cleavage.',\n", + " 'frequency': 4396},\n", + " {'@id': 'atherosclerosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Build-up of fatty material and calcium deposition in the arterial wall resulting in partial or complete occlusion of the arterial lumen.',\n", + " 'frequency': 1092},\n", + " {'@id': 'aspirin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An orally administered non-steroidal antiinflammatory agent. Acetylsalicylic acid binds to and acetylates serine residues in cyclooxygenases, resulting in decreased synthesis of prostaglandin, platelet aggregation, and inflammation. This agent exhibits analgesic, antipyretic, and anticoagulant properties.',\n", + " 'frequency': 566},\n", + " {'@id': 'diuretic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A class of agents that increases the production of urine by the kidney. Via various mechanism of actions, diuretics retain water in urine, thus provides a means of forced diuresis.',\n", + " 'frequency': 256},\n", + " {'@id': 'childhood-onset systemic lupus erythematosus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Systemic lupus erythematosus (SLE) diagnosed in individuals under the age of eighteen. Children frequently have multi-organ involvement and acute disease onset. Symptoms include fever, arthritis, skin lesions, anemia, and fatigue.',\n", + " 'frequency': 351},\n", + " {'@id': 'ivig given for kawasaki disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An indication that intravenously administered pooled immunoglobulins were given as treatment for Kawasaki disease.',\n", + " 'frequency': 308},\n", + " {'@id': 'neoplasm',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A benign or malignant tissue growth resulting from uncontrolled cell proliferation. Benign neoplastic cells resemble normal cells without exhibiting significant cytologic atypia, while malignant cells exhibit overt signs such as dysplastic features, atypical mitotic figures, necrosis, nuclear pleomorphism, and anaplasia. Representative examples of benign neoplasms include papillomas, cystadenomas, and lipomas; malignant neoplasms include carcinomas, sarcomas, lymphomas, and leukemias.',\n", + " 'frequency': 4081},\n", + " {'@id': 'pancreas',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An organ behind the lower part of the stomach that is the shape of a fish and about the size of a hand. It is a compound gland composed of both exocrine and endocrine tissues. The endocrine pancreas makes insulin so that the body can use glucose (sugar) for energy. The exocrine pancreas makes enzymes that help the body digest food. Spread all over the pancreas are areas called the Islets of Langerhans. The cells in these areas each have a special purpose. The alpha cells make glucagon, which raises the level of glucose in the blood; the beta cells make insulin; the delta cells make somatostatin. There are also PP cells and D1 cells, about which little is known.',\n", + " 'frequency': 1058},\n", + " {'@id': 'stroke',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Angiotensin-converting enzyme 2 (805 aa, ~92 kDa) is encoded by the human ACE2 gene. This protein plays a role in both vasodilation and protein cleavage.',\n", + " 'frequency': 2579},\n", + " {'@id': 'infarction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A localized pathological necrosis of tissue resulting from obstruction of the blood supply usually by a thrombus, an embolus, or vascular torsion.',\n", + " 'frequency': 639},\n", + " {'@id': 'mitral valve',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A dual-flap valve of the heart that regulates the flow of blood between the left atrium and the left ventricle of the heart.',\n", + " 'frequency': 241},\n", + " {'@id': 'coronary vasospasm',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Sudden coronary artery smooth muscle contraction leading to lumen constriction and decreased blood flow.',\n", + " 'frequency': 376},\n", + " {'@id': 'midazolam',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A short-acting benzodiazepine derivative with an imidazole structure and with anxiolytic, amnestic, hypnotic, anticonvulsant and sedative properties. Midazolam exerts its effect by binding to the benzodiazepine receptor at the gamma-aminobutyric acid (GABA) receptor-chloride ionophore complex in the central nervous system (CNS). This leads to an increase in the opening of chloride channels, membrane hyperpolarization and increases the inhibitory effect of GABA in the CNS. Midazolam may also interfere with the reuptake of GABA, thereby causing accumulation of GABA in the synaptic cleft.',\n", + " 'frequency': 242},\n", + " {'@id': 'alcohol',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A volatile liquid prepared by fermentation of certain carbohydrates. Alcohol acts as a central nervous system (CNS) depressant, a diuretic, and a disinfectant. Although the exact mechanism of CNS depression is unknown, alcohol may act by inhibiting the opening of calcium channels, mediated by the binding of the inhibitory neurotransmitter gamma-amino butyric acid (GABA) to GABA-A receptors, or through inhibitory actions at N-methyl-D-aspartate (NMDA)-type glutamate receptors. Alcohol inhibits the production of antidiuretic hormone, thereby producing diuresis that may lead to dehydration. This agent kills organisms by denaturing their proteins.',\n", + " 'frequency': 1836},\n", + " {'@id': 'delirium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A usually reversible condition characterized by the acute and sudden development of confusion, illusions, movement changes, inattentiveness, agitation, and hallucinations. Causes include drug abuse, poisoning, infectious processes, and fluid and electrolyte imbalance.',\n", + " 'frequency': 605},\n", + " {'@id': 'pleural',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or pertaining to the pleura.',\n", + " 'frequency': 737},\n", + " {'@id': 'peritoneal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or pertaining to the peritoneum.',\n", + " 'frequency': 678},\n", + " {'@id': 'pleural effusion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Increased amounts of fluid within the pleural cavity. Symptoms include shortness of breath, cough, and chest pain. It is usually caused by lung infections, congestive heart failure, pleural and lung tumors, connective tissue disorders, and trauma.',\n", + " 'frequency': 332},\n", + " {'@id': 'cardiogenic shock',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Shock resulting from primary failure of the heart in its pumping function, as in myocardial infarction, severe cardiomyopathy, or mechanical obstruction or compression of the heart.',\n", + " 'frequency': 351},\n", + " {'@id': 'lymphadenopathy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An enlarged lymph node. Causes include viral and bacterial infections and cancers that affect the lymph nodes.',\n", + " 'frequency': 281},\n", + " {'@id': 'pruritus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An intense itching sensation.',\n", + " 'frequency': 320},\n", + " {'@id': 'hematuria',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Blood in the urine.',\n", + " 'frequency': 368},\n", + " {'@id': 'lymph node',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A bean-shaped organ surrounded by a connective tissue capsule. It is part of the lymphatic system and is found throughout the body. It is composed predominantly of lymphocytes and its main function is immune protection.',\n", + " 'frequency': 704},\n", + " {'@id': 'eosinophil',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Granular leukocytes with a nucleus that usually has two lobes connected by a slender thread of chromatin, and cytoplasm containing coarse, round granules that are uniform in size and stainable by eosin.',\n", + " 'frequency': 604},\n", + " {'@id': 'lymph',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A clear, transparent, sometimes faintly yellow and slightly opalescent fluid that is collected from the tissues throughout the body, flows in the lymphatic vessels (through the lymph nodes), and is eventually added to the venous blood circulation. Lymph consists of a clear liquid portion, varying numbers of white blood cells (chiefly lymphocytes), and a few red blood cells.',\n", + " 'frequency': 385},\n", + " {'@id': 'lymphoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A malignant (clonal) proliferation of B- lymphocytes or T- lymphocytes which involves the lymph nodes, bone marrow and/or extranodal sites. This category includes Non-Hodgkin lymphomas and Hodgkin lymphomas.',\n", + " 'frequency': 446},\n", + " {'@id': 'prednisone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic glucocorticoid with anti-inflammatory and immunomodulating properties. After cell surface receptor attachment and cell entry, prednisone enters the nucleus where it binds to and activates specific nuclear receptors, resulting in an altered gene expression and inhibition of proinflammatory cytokine production. This agent also decreases the number of circulating lymphocytes, induces cell differentiation, and stimulates apoptosis in sensitive tumor cell populations.',\n", + " 'frequency': 457},\n", + " {'@id': 'head',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The anterior and superior part of a human bearing the mouth, the brain and sensory organs.',\n", + " 'frequency': 265},\n", + " {'@id': 'pulmonary tuberculosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A bacterial infection that affects the lungs and is caused by Mycobacterium tuberculosis. Most patients with tuberculosis do not have symptoms (latent tuberculosis) and are not contagious. When signs and symptoms occur (active tuberculosis), patients become contagious. The signs and symptoms include chronic cough with blood-tinged sputum, night sweats, fever, fatigue, and weight loss.',\n", + " 'frequency': 239},\n", + " {'@id': 'cord',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A long slender flexible material usually consisting of several strands woven or twisted together; a part of the body resembling a cord.',\n", + " 'frequency': 297},\n", + " {'@id': 'rifampin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A semisynthetic derivative of rifamycin with broad antibacterial activity. Rifampin inhibits DNA-dependent RNA polymerase in susceptible bacteria and is often used in combination with other antibiotics for various infections including tuberculosis.',\n", + " 'frequency': 503},\n", + " {'@id': 'lipomatosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A neoplastic process characterized by diffuse overgrowth of mature adipose tissue.',\n", + " 'frequency': 692},\n", + " {'@id': 'spinal cord',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The elongated, approximately cylindrical part of the central nervous system of vertebrates that lies in the vertebral canal and from which the spinal nerves emerge.',\n", + " 'frequency': 693},\n", + " {'@id': 'albumin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A family of globular proteins found in many plant and animal tissues that tend to bind a wide variety of ligands. Albumin is the main protein in blood plasma. Low serum levels occur in conditions associated with malnutrition, inflammation and liver and kidney diseases.',\n", + " 'frequency': 1366},\n", + " {'@id': 'catalase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Catalase (527 aa, ~60 kDa) is encoded by the human CAT gene. This protein plays a role in the detoxification of hydrogen peroxide.',\n", + " 'frequency': 242},\n", + " {'@id': 'shortness of breath visual analogue scale',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A shortness of breath scale from 0 to 10 on which the patient marks the current level of shortness of breath experienced.',\n", + " 'frequency': 516},\n", + " {'@id': 'cough',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A sudden, often repetitive, spasmodic contraction of the thoracic cavity, resulting in violent release of air from the lungs, and usually accompanied by a distinctive sound.',\n", + " 'frequency': 1824},\n", + " {'@id': 'sputum',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Material containing mucus, cellular debris, microorganisms and sometimes blood or pus. It is ejected through the mouth from the lungs, bronchi, and trachea.',\n", + " 'frequency': 1305},\n", + " {'@id': 'wheezing',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A symptom and a finding during physical examination, characterized by a high-pitched, whistling sound during breathing. It results from the narrowing or obstruction of the respiratory airways. The most common causes of wheezing are asthma, chronic obstructive pulmonary disease, tracheobronchitis, and pulmonary edema.',\n", + " 'frequency': 233},\n", + " {'@id': 'chest pain',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Pain in the chest.',\n", + " 'frequency': 556},\n", + " {'@id': 'soft tissue',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A general term comprising tissue that is not hardened or calcified; including muscle, fat, blood vessels, nerves, tendons, ligaments and fascia.',\n", + " 'frequency': 536},\n", + " {'@id': 'bronchial',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of, or pertaining to, the bronchus.',\n", + " 'frequency': 899},\n", + " {'@id': 'epithelial',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A term that refers to the cells that make up the epithelial tissues. They are found in the skin, and in the parenchyma, surface and lumen of internal organs.',\n", + " 'frequency': 635},\n", + " {'@id': 'stroma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The non-neoplastic connective tissue of an organ.',\n", + " 'frequency': 239},\n", + " {'@id': 'parenchyma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The tissue that constitutes the essential part of an organ as contrasted with e.g., connective tissue and blood vessels.',\n", + " 'frequency': 622},\n", + " {'@id': 'metastasis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The spread or migration of cancer cells from one part of the body (the organ in which it first appeared) to another. The secondary tumor contains cells that are like those in the original (primary) tumor.',\n", + " 'frequency': 716},\n", + " {'@id': 'radiation therapy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Treatment of a disease by means of exposure of the target or the whole body to radiation. Radiation therapy is often used as part of curative therapy and occasionally as a component of palliative treatment for cancer. Other uses include total body irradiation prior to transplantation.',\n", + " 'frequency': 1070},\n", + " {'@id': 'chemotherapy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'The use of synthetic or naturally-occurring chemicals for the treatment of diseases.',\n", + " 'frequency': 2095},\n", + " {'@id': 'dehydration',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any procedure designed to remove the water from a substance or sample.',\n", + " 'frequency': 414},\n", + " {'@id': 'hemoglobin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The red respiratory protein of erythrocytes, consisting of approximately 3.8% heme and 96.2% globin (64.5 KD), which as oxyhemoglobin (HbO2) transports oxygen from the lungs to the tissues where the oxygen is readily released and HbO2 becomes Hb.',\n", + " 'frequency': 1209},\n", + " {'@id': 'platelet',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'An irregular, disc-shaped element in the blood that assists in blood clotting. Platelets are not blood cells, they are fragments of large bone marrow cells called megakaryocytes.',\n", + " 'frequency': 2350},\n", + " {'@id': 'monocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Large, phagocytic mononuclear leukocytes produced in the vertebrate bone marrow and released into the blood; contain a large, oval or somewhat indented nucleus surrounded by voluminous cytoplasm and numerous organelles.',\n", + " 'frequency': 1102},\n", + " {'@id': 'coagulation disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A condition in which there is a deviation from or interruption of the normal coagulation properties of the blood.',\n", + " 'frequency': 752},\n", + " {'@id': 'vertebral column',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'A series of bones, muscles, tendons, and other tissues reaching from the base of the skull to the tailbone. The vertebral column forms the axis of the skeleton and encloses as well as protects the spinal cord and the fluid surrounding the spinal cord.',\n", + " 'frequency': 304},\n", + " {'@id': 'bladder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The distensible sac-like organ that functions as a reservoir of urine, collecting from the kidneys and eliminating via the urethra.',\n", + " 'frequency': 982},\n", + " {'@id': 'liver',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A triangular-shaped organ located under the diaphragm in the right hypochondrium. It is the largest internal organ of the body, weighting up to 2 kg. Metabolism and bile secretion are its main functions. It is composed of cells which have the ability to regenerate.',\n", + " 'frequency': 7984},\n", + " {'@id': 'cyclophosphamide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A synthetic alkylating agent chemically related to the nitrogen mustards with antineoplastic and immunosuppressive activities. In the liver, cyclophosphamide is converted to the active metabolites aldophosphamide and phosphoramide mustard, which bind to DNA, thereby inhibiting DNA replication and initiating cell death.',\n", + " 'frequency': 475},\n", + " {'@id': 'vaginal diaphragm',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A medical contraceptive device of soft flexible material, usually of thin rubber, that is designed to cover the cervix uteri prior to sexual intercourse to prevent the entry of spermatozoa. To enhance efficacy, a spermicidal agent is often placed within the device. Antimicrobial agent(s) can also be used to prevent sexually transmitted diseases. Efficacy of vaginal diaphragm against infections is very limited.',\n", + " 'frequency': 319},\n", + " {'@id': 'igm',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The major immunoglobulin secreted during a primary immune response. IgM binds with low affinity but high avidity (multiple binding sites) because it not only occurs as monomers but also as pentamers and hexamers.',\n", + " 'frequency': 802},\n", + " {'@id': 'aneurysm',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Bulging or ballooning in an area of an artery secondary to arterial wall weakening.',\n", + " 'frequency': 459},\n", + " {'@id': 'myocardial infarction by ecg finding',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An electrocardiographic finding of pathologic Q waves, which is suggestive of myocardial infarction of one or more regions of the heart. No specification is provided for localization. (CDISC)',\n", + " 'frequency': 1009},\n", + " {'@id': 'chief complaint',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The primary reason for a patient visit.',\n", + " 'frequency': 233},\n", + " {'@id': 'pneumothorax',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Abnormal presence of air in the pleural cavity.',\n", + " 'frequency': 283},\n", + " {'@id': 'chronic obstructive pulmonary disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A chronic and progressive lung disorder characterized by the loss of elasticity of the bronchial tree and the air sacs, destruction of the air sacs wall, thickening of the bronchial wall, and mucous accumulation in the bronchial tree. The pathologic changes result in the disruption of the air flow in the bronchial airways. Signs and symptoms include shortness of breath, wheezing, productive cough, and chest tightness. The two main types of chronic obstructive pulmonary disease are chronic obstructive bronchitis and emphysema.',\n", + " 'frequency': 2148},\n", + " {'@id': 'hepatitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inflammation of the liver; usually from a viral infection, but sometimes from toxic agents.',\n", + " 'frequency': 1172},\n", + " {'@id': 'granulocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A leucocyte with conspicuous cytoplasmic granules. In humans the granulocytes are also classified as polymorphonuclear leucocytes and are subdivided according to the staining properties of the granules into eosinophils, basophils and neutrophils.',\n", + " 'frequency': 241},\n", + " {'@id': 'ferritin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An iron protein complex, containing up to 23% iron, formed by the union of ferric iron with apoferritin; it is found in the intestinal mucosa, spleen, bone marrow, reticulocytes, and liver, and regulates iron storage and transport from the intestinal lumen to plasma.',\n", + " 'frequency': 604},\n", + " {'@id': 'epstein-barr virus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': \"A species of Herpetoviridae that is responsible for infectious mononucleosis (glandular fever). Discovered in 1964, this virus has been associated with Burkitt's lymphoma in South African children and with nasopharyngeal carcinoma in Asian populations.\",\n", + " 'frequency': 513},\n", + " {'@id': 'mcv regimen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A chemotherapy regimen consisting of cisplatin, methotrexate and vinblastine that may be used in the treatment of certain bladder cancers.',\n", + " 'frequency': 940},\n", + " {'@id': 'hydroxychloroquine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A 4-aminoquinoline with immunosuppressive, antiautophagy, and antimalarial activities. Although the precise mechanism of action is unknown, hydroxychloroquine may suppress immune function by interfering with the processing and presentation of antigens and the production of cytokines. As a lysosomotropic agent, hydroxychloroquine raises intralysosomal pH, impairing autophagic protein degradation; hydroxychloroquine-mediated accumulation of ineffective autophagosomes may result in cell death in tumor cells reliant on autophagy for survival. In addition, this agent is highly active against the erythrocytic forms of P. vivax and malariae and most strains of P. falciparum but not the gametocytes of P. falciparum.',\n", + " 'frequency': 1159},\n", + " {'@id': 'nonsteroidal antiinflammatory drug',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A pharmacological agent that is not a steroid and has potential anti-inflammatory, analgesic, antipyretic and anti-platelet activities. Most nonsteroidal anti-inflammatory drugs (NSAIDs) act by inhibiting the conversion of arachidonic acid to the precursors of prostaglandin and thromboxane by cyclooxygenase enzymes.',\n", + " 'frequency': 466},\n", + " {'@id': 'salt',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'An ionic compound that results from the neutralization of an acid and a base.',\n", + " 'frequency': 439},\n", + " {'@id': 'azathioprine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': \"A purine analogue with cytotoxic and immunosuppressive activity. Azathioprine is a prodrug that is converted by hepatic xanthine oxidase to its active metabolite 6-mercaptopurine (6-MP). 6-MP is further metabolized by hypoxanthine-guanine phosphoribosyltransferase (HGPRT) into 6-thioguanosine-5'-phosphate (6-thio-GMP) and 6-thioinosine monophosphate (6-thio-IMP), both inhibit nucleotide conversions and de novo purine synthesis. This leads to inhibition of DNA, RNA, and protein synthesis. As a result, cell proliferation may be inhibited, particularly in lymphocytes and leukocytes.\",\n", + " 'frequency': 233},\n", + " {'@id': 'cyclosporine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A natural cyclic polypeptide immunosuppressant isolated from the fungus Beauveria nivea. The exact mechanism of action of cyclosporine is not known but may involve binding to the cellular protein cytophilin, resulting in inhibition of the enzyme calcineurin. This agent appears to specifically and reversibly inhibit immunocompetent lymphocytes in the G0-or G1-phase of the cell cycle. T-lymphocytes are preferentially inhibited with T-helper cells as the primary target. Cyclosporine also inhibits lymphokine production and release. (NCI04)',\n", + " 'frequency': 571},\n", + " {'@id': 'infliximab',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A recombinant chimeric, mouse-human monoclonal antibody directed against tumor necrosis factor alpha (TNF-alpha), a protein involved in inflammation, cell survival, and apoptosis. Infliximab may be pro- apoptotic or anti-apoptotic, depending on cell type. (NCI04)',\n", + " 'frequency': 248},\n", + " {'@id': 'depression',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A melancholy feeling of sadness and despair.',\n", + " 'frequency': 1367},\n", + " {'@id': 'hypercholesterolemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A laboratory test result indicating an increased amount of cholesterol in the blood.',\n", + " 'frequency': 235},\n", + " {'@id': 'alanine aminotransferase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Alanine aminotransferase 1 (496 aa, ~55 kDa) is encoded by the human GPT gene. This protein plays a role in both amino acid metabolism and pyruvate synthesis.',\n", + " 'frequency': 970},\n", + " {'@id': 'bicarbonate ion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A polyatomic ion whose formula is HCO3-.',\n", + " 'frequency': 272},\n", + " {'@id': 'cytochrome p450',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A family of cytochromes that are involved in electron transport and oxidative metabolism of drugs and other bioactive molecules. When the catalytic heme is reduced the absorbance peak for this protein occurs at 450 nm.',\n", + " 'frequency': 286},\n", + " {'@id': 'colorectal carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A malignant epithelial neoplasm that arises from the colon or rectum and invades through the muscularis mucosa into the submucosa. The vast majority are adenocarcinomas.',\n", + " 'frequency': 499},\n", + " {'@id': 'colon',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The part of the large intestine measured from the cecum to the rectum consisting of ascending, transverse, descending and sigmoid portions. The purpose of the colon is to remove water from digested food prior to excretion.',\n", + " 'frequency': 1283},\n", + " {'@id': 'clostridium difficile',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A species of Clostridium that is the most significant cause of pseudomembranous colitis.',\n", + " 'frequency': 320},\n", + " {'@id': 'neutropenia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A decrease in the number of neutrophils in the peripheral blood.',\n", + " 'frequency': 628},\n", + " {'@id': 'ileum',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The final section of the small intestine.',\n", + " 'frequency': 233},\n", + " {'@id': 'epithelium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The avascular cellular layers that cover body surfaces and cavities and may form glands.',\n", + " 'frequency': 702},\n", + " {'@id': 'hydration',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The chemical process by which a molecular entity reacts with both the hydroxyl group (-OH) and proton (H+) found in a water molecule.',\n", + " 'frequency': 281},\n", + " {'@id': 'ulcer',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A circumscribed inflammatory and often suppurating lesion on the skin or an internal mucous surface resulting in necrosis of tissue.',\n", + " 'frequency': 437},\n", + " {'@id': 'small intestine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The section of the intestines between the pylorus and cecum. The small intestine is approximately 20 feet long and consists of the duodenum, the jejunum, and the ileum. Its main function is to absorb nutrients from food as the food is transported to the large intestine.',\n", + " 'frequency': 353},\n", + " {'@id': 'anemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A reduction in the number of red blood cells, the amount of hemoglobin, and/or the volume of packed red blood cells. Clinically, anemia represents a reduction in the oxygen-transporting capacity of a designated volume of blood, resulting from an imbalance between blood loss (through hemorrhage or hemolysis) and blood production. Signs and symptoms of anemia may include pallor of the skin and mucous membranes, shortness of breath, palpitations of the heart, soft systolic murmurs, lethargy, and fatigability.',\n", + " 'frequency': 771},\n", + " {'@id': 'thrombocytopenia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A laboratory test result indicating that there is an abnormally small number of platelets in the circulating blood.',\n", + " 'frequency': 869},\n", + " {'@id': 'hemolysis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Disruption of the integrity of the erythrocyte membrane causing release of hemoglobin.',\n", + " 'frequency': 258},\n", + " {'@id': 'pelvis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The bony, basin-shaped structure formed by the hipbones and the base of the backbone supporting the lower limbs in humans.',\n", + " 'frequency': 570},\n", + " {'@id': 'nucleus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'A body within the cell, surrounded by a membrane, within which lie the chromosomes, one or more nucleoli, combined with proteins, and exhibits mitosis.',\n", + " 'frequency': 1086},\n", + " {'@id': 'cytokeratin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Cytokeratins are a family of cysteine-rich fibrous structural proteins that form tough filaments or sheets. These proteins are the main component of intermediate filaments in the epidermis, hair, nails, horny tissues, and the organic matrix of tooth enamel.',\n", + " 'frequency': 264},\n", + " {'@id': 'gastric',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Relating to the stomach.',\n", + " 'frequency': 827},\n", + " {'@id': 'pancreatic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or pertaining to the pancreas.',\n", + " 'frequency': 353},\n", + " {'@id': 'breast',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'One of two hemispheric projections of variable size situated in the subcutaneous layer over the pectoralis major muscle on either side of the chest.',\n", + " 'frequency': 1967},\n", + " {'@id': 'adrenal gland',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A flattened, roughly triangular body resting upon the upper end of each kidney; it is one of the ductless glands furnishing internal secretions (epinephrine and norepinephrine from the medulla and steroid hormones from the cortex).',\n", + " 'frequency': 622},\n", + " {'@id': 'trimethoprim-sulfamethoxazole',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic combination of two antibacterial agents, trimethoprim and sulfamethoxazole. This synergistic combination, also known as Co-Trimoxazole, inhibits two sequential steps in the bacterial metabolism of folic acid. Trimethoprim is a pyrimidine inhibitor of dihydrofolate reductase; sulfamethoxazole is a sulfamide inhibitor of bacterial dihydrofolate synthase.',\n", + " 'frequency': 466},\n", + " {'@id': 'immunocompromised',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A loss of any arm of immune functions, resulting in potential or actual increase in infections. This state may be reached secondary to specific genetic lesions, syndromes with unidentified or polygenic causes, acquired deficits from other disease states, or as result of therapy for other diseases or conditions.',\n", + " 'frequency': 777},\n", + " {'@id': 'lower',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'To become lower, grow less, or diminish, as in amount, intensity, degree, or value.',\n", + " 'frequency': 2078},\n", + " {'@id': 'methicillin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A semisynthetic, narrow spectrum beta-lactamase-resistant penicillin antibiotic with bactericidal and beta-lactamase resistant activity. Methicillin binds to specific penicillin-binding proteins (BPBs) on the bacterial cell wall, thereby preventing the cross-linkage of peptidoglycans, which are critical components of the bacterial cell wall. This leads to an interruption of the bacterial cell wall and causes bacterial lysis.',\n", + " 'frequency': 630},\n", + " {'@id': 'vancomycin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A branched tricyclic glycosylated peptide with bactericidal activity against most organisms and bacteriostatic effect on enterococci. At a site different from that of penicillins and cephalosporins, vancomycin binds tightly to the D-alanyl-D-alanine portion of cell wall precursors, thereby interfering with bacterial cell wall synthesis. This leads to activation of bacterial autolysins that destroy the cell wall by lysis. Vancomycin may also alter the permeability of bacterial cytoplasmic membranes and may selectively inhibit RNA synthesis.',\n", + " 'frequency': 1263},\n", + " {'@id': 'methicillin resistant staphylococcus aureus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A species of Gram-positive coccus-shaped bacterium in the family Micrococcaceae. This strain of S. aureus is resistant to methicillin and other beta-lactam antibiotics through the expression of penicillin-binding proteins acquired from other species.',\n", + " 'frequency': 834},\n", + " {'@id': 'meningitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder characterized by acute inflammation of the meninges of the brain and/or spinal cord.',\n", + " 'frequency': 613},\n", + " {'@id': 'staphylococcus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A genus of nonmotile, nonspore-forming, aerobic to facultatively anaerobic bacteria containing Gram-positive, spherical cells, 0.5-1.5 microns in diameter, which divide in more than one plane to form irregular clusters. Coagulase-positive strains produce a variety of toxins and are therefore potentially pathogenic and may cause food poisoning. They are found on the skin, in skin glands, on the nasal and other mucous membranes of warm-blooded animals, and in various food products. The type species is Staphylococcus aureus.',\n", + " 'frequency': 887},\n", + " {'@id': 'central nervous system',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The part of the nervous system that consists of the brain, spinal cord, and meninges.',\n", + " 'frequency': 2333},\n", + " {'@id': 'immunity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The protection against infectious disease conferred by the immune response. It encompasses the capacity to distinguish foreign material from self, and to neutralize, eliminate, or metabolize that which is foreign.',\n", + " 'frequency': 685},\n", + " {'@id': 'pathogen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An agent of disease; a disease producer.',\n", + " 'frequency': 2542},\n", + " {'@id': 'mitochondrion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'Semiautonomous, self-reproducing organelles that occur in the cytoplasm of all cells of most, but not all, eukaryotes. Mitochondria contain distinctive ribosomes, transfer RNAs, amino acyl t-RNA synthetases, and elongation and termination factors. Mitochondria depend upon genes within the nucleus for many essential messenger RNAs. Mitochondria consist of two sets of membranes, a smooth continuous outer coat and an inner membrane arranged in tubules or more often in folds that form platelike double membranes (cristae). Mitochondria are the principal energy source of the cell and contains the cytochrome enzymes of terminal electron transport and the enzymes of the citric acid cycle, fatty acid oxidation, and oxidative phosphorylation. Mitochondria are the sites of the reactions of oxidative phosphorylation, which result in the formation of ATP.',\n", + " 'frequency': 1411},\n", + " {'@id': 'acquired immunodeficiency syndrome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A syndrome resulting from the acquired deficiency of cellular immunity caused by the human immunodeficiency virus (HIV). It is characterized by the reduction of the Helper T-lymphocytes in the peripheral blood and the lymph nodes. Symptoms include generalized lymphadenopathy, fever, weight loss, and chronic diarrhea. Patients with AIDS are especially susceptible to opportunistic infections (usually pneumocystis carinii pneumonia, cytomegalovirus (CMV) infections, tuberculosis, candida infections, and cryptococcosis), and the development of malignant neoplasms (usually non-Hodgkin lymphoma and Kaposi sarcoma). The human immunodeficiency virus is transmitted through sexual contact, sharing of contaminated needles, or transfusion of contaminated blood.',\n", + " 'frequency': 543},\n", + " {'@id': 'lopinavir/ritonavir',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A fixed combination of two protease inhibitors, lopinavir and ritonavir, used to treat human immunodeficiency virus (HIV) infection. The ritonavir in the combination drug increases the concentration and biological half-life of lopinavir but is not present in sufficient concentration to act as a protease inhibitor.',\n", + " 'frequency': 341},\n", + " {'@id': 'chloride ion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A chlorine anion that forms the negatively charged part of certain salts, including sodium and hydrogen chloride salts, and is an essential electrolyte located in all body fluids responsible for maintaining acid/base balance, transmitting nerve impulses and regulating fluid in and out of cells.',\n", + " 'frequency': 799},\n", + " {'@id': 'alkaline phosphatase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An enzyme that catalyses the cleavage of inorganic phosphate non-specifically from a wide variety of phosphate esters and having a high (greater than 8) pH optimum.',\n", + " 'frequency': 265},\n", + " {'@id': 'base',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A substance that dissociates to give hydroxide ions in aqueous solutions; a substance capable of donating a pair of electrons (to an acid) for the formation of a coordinate covalent bond; a substance whose molecule or ion can combine with a proton (hydrogen ion); a substance that combines with acids to form salts.',\n", + " 'frequency': 422},\n", + " {'@id': 'bilirubin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A dark orange, yellow pigment that is the product of the breakdown of iron in the blood; it is conjugated in the liver and excreted in the bile.',\n", + " 'frequency': 599},\n", + " {'@id': 'triglycerides',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Fats composed of three fatty acid chains linked to a glycerol molecule.',\n", + " 'frequency': 902},\n", + " {'@id': 'fatty acid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Monobasic, aliphatic acids with varying chain lengths between 6 and 30. Fatty acids are a major constituent in all fats and can be either saturated, monounsaturated, or polyunsaturated. Saturated and monounsaturated fatty acids are synthesized by the body, whereas polyunsaturated fatty acids are not and must be obtained in the diet. (NCI)',\n", + " 'frequency': 1358},\n", + " {'@id': 'enzyme',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Molecules that catalyze a chemical reaction. They are usually proteins, although catalytic RNA and DNA molecules have been identified.',\n", + " 'frequency': 2250},\n", + " {'@id': 'citrate',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A salt or ester of citric acid.',\n", + " 'frequency': 293},\n", + " {'@id': 'oxidation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The process of oxidizing; the addition of oxygen to a compound accompanied by a loss of electrons.',\n", + " 'frequency': 930},\n", + " {'@id': 'acidosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An abnormally high acidity of the blood and other body tissues. Acidosis can be either respiratory or metabolic.',\n", + " 'frequency': 284},\n", + " {'@id': 'cardiovascular system',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Relating to the heart and the blood vessels or the circulation.',\n", + " 'frequency': 5967},\n", + " {'@id': 'liver failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder characterized by the inability of the liver to metabolize chemicals in the body. Causes include cirrhosis and drug-induced hepatotoxicity. Signs and symptoms include jaundice and encephalopathy. Laboratory test results reveal abnormal plasma levels of ammonia, bilirubin, lactic dehydrogenase, and alkaline phosphatase.',\n", + " 'frequency': 382},\n", + " {'@id': 't-cell surface glycoprotein cd4',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'T-cell surface glycoprotein CD4 (458 aa, ~51 kDa) is encoded by the human CD4 gene. This protein plays a role in antigen recognition and HIV entry.',\n", + " 'frequency': 476},\n", + " {'@id': 'cerebrospinal fluid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The fluid that is contained within the brain ventricles, the subarachnoid space and the central canal of the spinal cord.',\n", + " 'frequency': 1810},\n", + " {'@id': 'basal ganglia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Clusters of neurons comprising the globus pallidus, putamen, caudate, nucleus accumbens, substantia nigra and subthalamic nucleus. They are involved with high level aspects of inhibitory motor activity in coordination with the excitation commands issued from the cerebellum.',\n", + " 'frequency': 464},\n", + " {'@id': 'tubular',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Shaped like a tube; of or pertaining to a tubule.',\n", + " 'frequency': 416},\n", + " {'@id': 'acute renal failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Sudden and sustained deterioration of the kidney function characterized by decreased glomerular filtration rate, increased serum creatinine or oliguria.',\n", + " 'frequency': 1911},\n", + " {'@id': 'vein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A blood vessel that carries blood toward the heart.',\n", + " 'frequency': 2201},\n", + " {'@id': 'allergic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Pertaining to, caused by, affected with or of the nature of allergy.',\n", + " 'frequency': 760},\n", + " {'@id': 'anxiety',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Apprehension of danger and dread accompanied by restlessness, tension, tachycardia, and dyspnea unattached to a clearly identifiable stimulus.',\n", + " 'frequency': 1109},\n", + " {'@id': 'leukocytosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A laboratory test result indicating an increased number of white blood cells in the peripheral blood.',\n", + " 'frequency': 250},\n", + " {'@id': 'pneumonia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An acute, acute and chronic, or chronic inflammation focally or diffusely affecting the lung parenchyma, due to infections (viruses, fungi, mycoplasma, or bacteria), treatment (e.g. radiation), or exposure (inhalation) to chemicals. Symptoms include cough, shortness of breath, fevers, chills, chest pain, headache, sweating, and weakness.',\n", + " 'frequency': 4138},\n", + " {'@id': 'ceftriaxone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A beta-lactam, third-generation cephalosporin antibiotic with bactericidal activity. Ceftriaxone binds to and inactivates penicillin-binding proteins (PBP) located on the inner membrane of the bacterial cell wall. PBPs participate in the terminal stages of assembling the bacterial cell wall, and in reshaping the cell wall during cell division. Inactivation of PBPs interferes with the cross-linkage of peptidoglycan chains necessary for bacterial cell wall strength and rigidity. This results in the weakening of the bacterial cell wall and causes cell lysis. Compared to the second and first generation cephalosporins, ceftriaxone is more active against gram-negative bacteria and less active against gram-positive bacteria. Ceftriaxone also crosses the blood-brain barrier and reaches therapeutic concentrations in the central nervous system (CNS).',\n", + " 'frequency': 477},\n", + " {'@id': 'levofloxacin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A broad-spectrum, third-generation fluoroquinolone antibiotic and optically active L-isomer of ofloxacin with antibacterial activity. Levofloxacin diffuses through the bacterial cell wall and acts by inhibiting DNA gyrase (bacterial topoisomerase II), an enzyme required for DNA replication, RNA transcription, and repair of bacterial DNA. Inhibition of DNA gyrase activity leads to blockage of bacterial cell growth.',\n", + " 'frequency': 523},\n", + " {'@id': 'respiratory system disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A non-neoplastic or neoplastic disorder that affects the respiratory system. Representative examples include pneumonia, chronic obstructive pulmonary disease, pulmonary failure, lung adenoma, lung carcinoma, and tracheal carcinoma.',\n", + " 'frequency': 953},\n", + " {'@id': 'limb',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A body region referring to an upper or lower extremity.',\n", + " 'frequency': 970},\n", + " {'@id': 'toxin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A chemical, physical, or biological agent that causes disease or some alteration of the normal structure and function of an organism. Usually refers to poisonous substance produced during the metabolism and growth of certain microorganisms and some higher plant and animal species, or any poisonous isomer, homolog, or derivative of such a substance. It causes either permanent or reversible injury to the health of a living thing on contact or absorption, typically by interacting with biological macromolecules such as enzymes and receptors. Onset of effects may be immediate or delayed, and impairments may be slight or severe. (NCI)',\n", + " 'frequency': 469},\n", + " {'@id': 'pulmonary hypertension',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Increased pressure within the pulmonary circulation due to lung or heart disorder.',\n", + " 'frequency': 386},\n", + " {'@id': 'iron',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An element with atomic symbol Fe, atomic number 26, and atomic weight 55.85.',\n", + " 'frequency': 828},\n", + " {'@id': 'leukocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Blood cells that are devoid of hemoglobin, capable of ameboid motion and phagocytosis, and act as the principal components of the immune system.',\n", + " 'frequency': 1639},\n", + " {'@id': 'bacillus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of bacteria within the phylum Firmicutes consisting of gram-positive bacilli that are either obligate or facultative aerobes, and test positive for the enzyme catalase.',\n", + " 'frequency': 326},\n", + " {'@id': 'malignant cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Cells of, or derived from, a malignant tumor.',\n", + " 'frequency': 556},\n", + " {'@id': 'fluid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A continuous amorphous substance that tends to flow and to conform to the outline of its container (i.e., a liquid or a gas). Also used as an adjective to describe something with properties like that of a fluid.',\n", + " 'frequency': 339},\n", + " {'@id': 'congestive heart failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Failure of the heart to pump a sufficient amount of blood to meet the needs of the body tissues, resulting in tissue congestion and edema. Signs and symptoms include shortness of breath, pitting edema, enlarged tender liver, engorged neck veins, and pulmonary rales.',\n", + " 'frequency': 456},\n", + " {'@id': 'tuberculosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A chronic, recurrent infection caused by the bacterium Mycobacterium tuberculosis. Tuberculosis (TB) may affect almost any tissue or organ of the body with the lungs being the most common site of infection. The clinical stages of TB are primary or initial infection, latent or dormant infection, and recrudescent or adult-type TB. Ninety to 95% of primary TB infections may go unrecognized. Histopathologically, tissue lesions consist of granulomas which usually undergo central caseation necrosis. Local symptoms of TB vary according to the part affected; acute symptoms include hectic fever, sweats, and emaciation; serious complications include granulomatous erosion of pulmonary bronchi associated with hemoptysis. If untreated, progressive TB may be associated with a high degree of mortality. This infection is frequently observed in immunocompromised individuals with AIDS or a history of illicit IV drug use.',\n", + " 'frequency': 1086},\n", + " {'@id': 'foot',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The structure found below the ankle joint required for locomotion.',\n", + " 'frequency': 467},\n", + " {'@id': 'osteoporosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A condition of reduced bone mass, with decreased cortical thickness and a decrease in the number and size of the trabeculae of cancellous bone (but normal chemical composition), resulting in increased fracture incidence. Osteoporosis is classified as primary (Type 1, postmenopausal osteoporosis; Type 2, age-associated osteoporosis; and idiopathic, which can affect juveniles, premenopausal women, and middle-aged men) and secondary osteoporosis (which results from an identifiable cause of bone mass loss).',\n", + " 'frequency': 341},\n", + " {'@id': 'vitamin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A group of organic food substances found in animals and plants in small quantities. They must be supplied in diet or dietary supplement and are essential for normal metabolism.',\n", + " 'frequency': 1122},\n", + " {'@id': 'norepinephrine, dl-',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A synthetic phenylethylamine that mimics the sympathomimetic actions of the endogenous norepinephrine. Norepinephrine acts directly on the alpha- and beta-adrenergic receptors. Clinically, norepinephrine is used as a peripheral vasoconstrictor that causes constriction of arterial and venous beds via its alpha-adrenergic action. It is also used as a potent inotropic and chronotropic stimulator of the heart mediated through its beta-1 adrenergic action.',\n", + " 'frequency': 575},\n", + " {'@id': 'antioxidant',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': \"A group of organic or inorganic substances capable of preventing the genotoxic and carcinogenic effects of free-radical compounds. Antioxidants bind to and neutralize ('scavenge') free radicals, thereby transforming them into non-toxic compounds and blocking their genotoxic and carcinogenic effects. This class of agents includes the vitamins C and E, the carotenoids, and selenium. Organic antioxidants are found in high concentrations in fruits, seeds and vegetables. (NCI04)\",\n", + " 'frequency': 821},\n", + " {'@id': 'hemorrhage',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The flow of blood from a ruptured blood vessel.',\n", + " 'frequency': 2331},\n", + " {'@id': 'myalgia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Painful sensation originating from a muscle or group of muscles.',\n", + " 'frequency': 353},\n", + " {'@id': 'lobe',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A portion of an organ, such as the liver, lung, breast, or brain.',\n", + " 'frequency': 309},\n", + " {'@id': 'international normalized ratio',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': \"A system, commonly called the INR, established by the World Health Organization (WHO) and the International Committee on Thrombosis and Hemostasis for reporting the results of blood coagulation (clotting) tests. All results are standardized using the international sensitivity index (ISI) for the particular thromboplastin reagent and instrument combination utilized to perform the test; the ratio of a patient's clotting time to the lab's mean reference value is normalized against the ISI. (from medterms.com and medicine.ucsf.edu)\",\n", + " 'frequency': 255},\n", + " {'@id': 'lactate dehydrogenase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A family of homotetrameric cytoplasmic enzymes involved in the conversion of L-lactate and NAD to pyruvate and NADH in the final step of anaerobic glycolysis. In vertebrates, genes for three different subunits (LDH-A, LDH-B and LDH-C) exist.',\n", + " 'frequency': 1152},\n", + " {'@id': 'rheumatoid arthritis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A chronic, systemic autoimmune disorder characterized by inflammation in the synovial membranes and articular surfaces. It manifests primarily as a symmetric, erosive polyarthritis that spares the axial skeleton and is typically associated with the presence in the serum of rheumatoid factor.',\n", + " 'frequency': 643},\n", + " {'@id': 'inflammatory bowel disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': \"A spectrum of small and large bowel inflammatory diseases of unknown etiology. It includes Crohn's disease, ulcerative colitis, and colitis of indeterminate type.\",\n", + " 'frequency': 383},\n", + " {'@id': 'chronic active inflammation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The coexistence of a chronic inflammatory process with a superimposed polymorphonuclear neutrophilic infiltration.',\n", + " 'frequency': 589},\n", + " {'@id': 'plasma cell myeloma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A bone marrow-based plasma cell neoplasm characterized by a serum monoclonal protein and skeletal destruction with osteolytic lesions, pathological fractures, bone pain, hypercalcemia, and anemia. Clinical variants include non-secretory myeloma, smoldering myeloma, indolent myeloma, and plasma cell leukemia. (WHO, 2001)',\n", + " 'frequency': 264},\n", + " {'@id': 'hepatitis c virus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A small, enveloped, positive sense single strand RNA virus in the family Flaviviridae. The genome consists of a single RNA molecule with a single open reading frame.',\n", + " 'frequency': 1282},\n", + " {'@id': 'medicine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'The branches of medical science that deal with nonsurgical techniques.',\n", + " 'frequency': 1269},\n", + " {'@id': 'acetylcysteine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A synthetic N-acetyl derivative of the endogenous amino acid L-cysteine, a precursor of the antioxidant enzyme glutathione. Acetylcysteine regenerates liver stores of glutathione. This agent also reduces disulfide bonds in mucoproteins, resulting in liquification of mucus. Some evidence suggests that acetylcysteine may exert an anti-apoptotic effect due to its antioxidant activity, possibly preventing cancer cell development or growth. In addition, acetylcysteine has inhibited viral stimulation by reactive oxygen intermediates, thereby producing antiviral activity in HIV patients. (NCI04)',\n", + " 'frequency': 376},\n", + " {'@id': 'transaminase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Transaminases are a sub-subclass of mostly pyridoxal phosphate-dependent transferase enzymes that catalyze the transfer of an amino group from a donor (generally an amino acid) to an acceptor (generally a 2-keto acid). Mediating conversion of major intermediate metabolites and reversible transamination, Transaminases are often involved in cellular nitrogen metabolism, amino acid metabolism, gluconeogenesis and in the urea and tricarboxylic acid cycles.',\n", + " 'frequency': 302},\n", + " {'@id': 'toxicity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The finding of bodily harm due to the poisonous effects of something.',\n", + " 'frequency': 1155},\n", + " {'@id': 'analgesic agent',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Compounds that alleviate pain without loss of consciousness. Analgesics act by various mechanisms including binding with opioid receptors and decreasing inflammation. Choice of analgesic may be determined by the type of pain. These compounds include opioid, non-opioid and adjuvant analgesic agents.',\n", + " 'frequency': 269},\n", + " {'@id': 'allergic reaction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An immune response that occurs following re-exposure to an innocuous antigen, and that requires the presence of existing antibodies against that antigen. This response involves the binding of IgE to mast cells, and may worsen with repeated exposures.',\n", + " 'frequency': 817},\n", + " {'@id': 'dysphagia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A symptom referring to difficulty in swallowing. It may be observed in patients with stroke, motor neuron disorders, cancer of the throat or mouth, head and neck injuries, Parkinson disease, and multiple sclerosis.',\n", + " 'frequency': 280},\n", + " {'@id': 'mineral',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A solid, homogeneous, inorganic substance occurring in nature and having a definite chemical composition.',\n", + " 'frequency': 315},\n", + " {'@id': 'alanine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A small non-essential amino acid in humans, Alanine is one of the most widely used for protein construction and is involved in the metabolism of tryptophan and vitamin pyridoxine. Alanine is an important source of energy for muscles and central nervous system, strengthens the immune system, helps in the metabolism of sugars and organic acids, and displays a cholesterol-reducing effect in animals. (NCI04)',\n", + " 'frequency': 363},\n", + " {'@id': 'aspartate aminotransferase measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A quantitative measurement of aspartate aminotransferase present in a sample.',\n", + " 'frequency': 332},\n", + " {'@id': 'aspartic acid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A non-essential amino acid in humans, Aspartic Acid has an overall negative charge and plays an important role in the synthesis of other amino acids and in the citric acid and urea cycles. Asparagine, arginine, lysine, methionine, isoleucine, and some nucleotides are synthesized from aspartic acid. Aspartic acid also serves as a neurotransmitter. (NCI04)',\n", + " 'frequency': 376},\n", + " {'@id': 'spleen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An organ that is part of the hematopoietic and immune systems. It is composed of the white pulp and the red pulp and is surrounded by a capsule. It is located in the left hypochondriac region. Its functions include lymphocyte production, blood cell storage, and blood cell destruction.',\n", + " 'frequency': 877},\n", + " {'@id': 'cytomegalovirus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A genus of the family herpesviridae, subfamily betaherpesvirinae, infecting the salivary glands, liver, spleen, lungs, eyes, and other organs, in which they produce characteristically enlarged cells with intranuclear inclusions.',\n", + " 'frequency': 337},\n", + " {'@id': 'metabolic acidosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Increased acidity in the blood secondary to acid base imbalance. Causes include diabetes, kidney failure and shock.',\n", + " 'frequency': 270},\n", + " {'@id': 'hematopoietic and lymphoid cell neoplasm',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A neoplasm arising from hematopoietic cells found in the bone marrow, peripheral blood, lymph nodes and spleen (organs of the hematopoietic system). Hematopoietic cell neoplasms can also involve other anatomic sites (e.g. central nervous system, gastrointestinal tract), either by metastasis, direct tumor infiltration, or neoplastic transformation of extranodal lymphoid tissues. The commonest forms are the various types of leukemia, Hodgkin and non-Hodgkin lymphomas, myeloproliferative neoplasms, and myelodysplastic syndromes.',\n", + " 'frequency': 496},\n", + " {'@id': 'psychiatry',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The medical specialty that deals with the medical management of mental disorders.',\n", + " 'frequency': 413},\n", + " {'@id': 'eye',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The organ of sight or vision.',\n", + " 'frequency': 1150},\n", + " {'@id': 'dna',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A long linear double-stranded polymer formed from nucleotides attached to a deoxyribose backbone and found in the nucleus of a cell; associated with the transmission of genetic information.',\n", + " 'frequency': 3248},\n", + " {'@id': 'rheumatologic disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inflammatory and degenerative diseases of connective tissue structures, such as arthritis.',\n", + " 'frequency': 327},\n", + " {'@id': 'connective tissue',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The supporting or framework tissue of the animal body, formed of fibrous and ground substance with more or less numerous cells of various kinds; it is derived from the mesenchyme, and this in turn from the mesoderm; the varieties of connective tissue are: areolar or loose; adipose; dense, regular or irregular, white fibrous; elastic; mucous; and lymphoid tissue; cartilage; and bone; the blood and lymph may be regarded as connective tissues the ground substance of which is a liquid.',\n", + " 'frequency': 289},\n", + " {'@id': 'cirrhosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder characterized by replacement of the liver parenchyma with fibrous tissue and regenerative nodules. It is usually caused by alcoholism, hepatitis B, and hepatitis C. Complications include the development of ascites, esophageal varices, bleeding, and hepatic encephalopathy.',\n", + " 'frequency': 1080},\n", + " {'@id': 'hepatocellular carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A malignant tumor that arises from hepatocytes. Hepatocellular carcinoma is relatively rare in the United States but very common in all African countries south of the Sahara and in Southeast Asia. Most cases are seen in patients over the age of 50 years, but this tumor can also occur in younger individuals and even in children. Hepatocellular carcinoma is more common in males than females and is associated with hepatitis B, hepatitis C, chronic alcohol abuse and cirrhosis. Serum elevation of alpha-fetoprotein occurs in a large percentage of patients with hepatocellular carcinoma. Grossly, hepatocellular carcinoma may present as a single mass, as multiple nodules, or as diffuse liver involvement. Microscopically, there is a wide range of differentiation from tumor to tumor (well differentiated to poorly differentiated tumors). Hepatocellular carcinomas quickly metastasize to regional lymph nodes and lung. The overall median survival of untreated liver cell carcinoma is about 4 months. The most effective treatment of hepatocellular carcinoma is complete resection of the tumor. Lately, an increasing number of tumors have been treated with liver transplantation.',\n", + " 'frequency': 824},\n", + " {'@id': 'hepatitis b virus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': \"Hepatitis B Virus (HBV) is the prototype of the Hepadnavirus Family. Included in the family are the Woodchuck Hepatitis Virus (WHV) and the Duck Hepatitis B Virus (DHBV) which provide animal models of infection. The HBV genome is a partially double stranded circular DNA. A viral reverse transcriptase is bound to the 5' extremity of the long strand.\",\n", + " 'frequency': 963},\n", + " {'@id': 'person',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A human being.',\n", + " 'frequency': 5313},\n", + " {'@id': 'bone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Connective tissue that forms the skeletal components of the body.',\n", + " 'frequency': 1529},\n", + " {'@id': 'dizziness',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A sensation of lightheadedness, unsteadiness, turning, spinning or rocking.',\n", + " 'frequency': 272},\n", + " {'@id': 'vascular disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A non-neoplastic or neoplastic disorder affecting the arteries, veins, or lymphatic vessels. Examples include vasculitis, thrombophlebitis, arteriosclerosis, lymphedema, hemangioma, and angiosarcoma.',\n", + " 'frequency': 247},\n", + " {'@id': 'nose',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A structure of special sense serving as an organ of the sense of smell and as an entrance to the respiratory tract.',\n", + " 'frequency': 341},\n", + " {'@id': 'glucose tolerance test',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A test that involves administration of a know quantity of glucose as a means of screening for glucose intolerance or diabetes mellitus. Typically a baseline (fasting plasma or serum glucose) is drawn prior to the administration of the glucose bolus. Serial plasma glucose levels are obtained (e.g. 30min, 1hr, 2hr, 3hr) and a plot of plasma glucose versus time is created. Comparison of these values against standardized results can be used in establishing the diagnosis of glucose intolerance or diabetes mellitus.',\n", + " 'frequency': 537},\n", + " {'@id': 'skeletal system',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The collection of bones and tissues, including ligaments and cartilage, that compose the rigid internal framework of the human body, and which serves a multitude of functions, including structural support, movement, protection, production of blood cells, storage of ions, and endocrine regulation.',\n", + " 'frequency': 234},\n", + " {'@id': 'cardiovascular disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A non-neoplastic or neoplastic disorder affecting the heart or the vessels (arteries, veins and lymph vessels). Representative examples of non-neoplastic cardiovascular disorders are endocarditis and hypertension. Representative examples of neoplastic cardiovascular disorders are endocardial myxoma and angiosarcoma.',\n", + " 'frequency': 4032},\n", + " {'@id': 'acute respiratory distress syndrome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Progressive and life-threatening pulmonary distress in the absence of an underlying pulmonary condition, usually following major trauma or surgery. Cases of neonatal respiratory distress syndrome are not included in this definition.',\n", + " 'frequency': 3539},\n", + " {'@id': 'carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A malignant tumor arising from epithelial cells. Carcinomas that arise from glandular epithelium are called adenocarcinomas, those that arise from squamous epithelium are called squamous cell carcinomas, and those that arise from transitional epithelium are called transitional cell carcinomas. Morphologically, the malignant epithelial cells may display abnormal mitotic figures, anaplasia, and necrosis. Carcinomas are graded by the degree of cellular differentiation as well, moderately, or poorly differentiated. Carcinomas invade the surrounding tissues and tend to metastasize to other anatomic sites. Lung carcinoma, skin carcinoma, breast carcinoma, colon carcinoma, and prostate carcinoma are the most frequently seen carcinomas.',\n", + " 'frequency': 290},\n", + " {'@id': 'artery',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A blood vessel that carries blood away from the heart.',\n", + " 'frequency': 2951},\n", + " {'@id': 'ear',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A sense organ needed for the detection of sound and for establishing balance. The outer ear consists of the auricle, the ear canal as well as the tympanic membrane. The middle ear is made up of an air-filled cavity behind the tympanic membrane that contains the ossicles (malleus, incus and stapes). The inner ear is made up of the cochlea needed for hearing and the vestibular apparatus required for balance.',\n", + " 'frequency': 254},\n", + " {'@id': 'coronary artery disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Narrowing of the coronary arteries due to fatty deposits inside the arterial walls. The diagnostic criteria may include documented history of any of the following: documented coronary artery stenosis greater than or equal to 50% (by cardiac catheterization or other modality of direct imaging of the coronary arteries); previous coronary artery bypass surgery (CABG); previous percutaneous coronary intervention (PCI); previous myocardial infarction. (ACC)',\n", + " 'frequency': 1380},\n", + " {'@id': 'coronary artery',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A principal artery that originates in the aorta. It supplies blood to the muscular tissue of the heart.',\n", + " 'frequency': 1077},\n", + " {'@id': 'thrombophilia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A condition characterized by an abnormally high level of thrombi. Causes include thrombotic thrombocytopenic purpura, disseminated intravascular coagulation, bone marrow disorders, and antiphospholipid antibody syndrome.',\n", + " 'frequency': 614},\n", + " {'@id': 'hypoxemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A finding indicating decreased oxygen levels in the blood.',\n", + " 'frequency': 624},\n", + " {'@id': 'pulmonary edema',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Accumulation of fluid in the lung tissues causing disturbance of the gas exchange that may lead to respiratory failure. It is caused by direct injury to the lung parenchyma or congestive heart failure. The symptoms may appear suddenly or gradually. Suddenly appearing symptoms include difficulty breathing, feeling of suffocation, and coughing associated with frothy sputum. Gradually appearing symptoms include difficulty breathing while lying in bed, shortness of breath during activity, and weight gain (in patients with congestive heart failure).',\n", + " 'frequency': 308},\n", + " {'@id': 'chronic lung disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A persistent non-neoplastic disorder of the lungs. Representative examples include: chronic obstructive pulmonary disease, chronic bronchitis, emphysema, pulmonary fibrosis, pneumoconiosis, asbestosis, atelectasis, radiation induced pneumonitis, and radiation fibrosis.',\n", + " 'frequency': 296},\n", + " {'@id': 'mononuclear cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'The determination of the amount of mononuclear cells present in a sample.',\n", + " 'frequency': 258},\n", + " {'@id': 'fibrin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A glycosylated elastic protein produced by the cleavage of fibrinogen by the protease thrombin during blood coagulation.',\n", + " 'frequency': 251},\n", + " {'@id': 'helicobacter pylori',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Bacteria that cause stomach inflammation (gastritis) and ulcers in the stomach. This bacteria is the most common cause of ulcers worldwide. It is often referred to as H. pylori. H. pylori infection is usually acquired from contaminated food and water and through person to person spread. The infection is common in crowded living conditions with poor sanitation. In countries with poor sanitation, 90% of the adult population can be infected. In the U.S., 30% of the adult population is infected. One out of six patients with H. pylori infection develops ulcers of the duodenum or the stomach. This bacteria is also believed to be associated with stomach cancer and a rare type of lymph gland tumor called gastric MALT lymphoma. Infected persons usually carry the infection indefinitely, unless treated with medications to eradicate the bacteria. (MedicineNet.com)',\n", + " 'frequency': 405},\n", + " {'@id': 'constipation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Irregular and infrequent or difficult evacuation of the bowels.',\n", + " 'frequency': 246},\n", + " {'@id': 'arterial blood',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Blood found in arteries, generally oxygenated blood which is transported with nutrients to body tissues through the arterial system. The exception is blood within the pulmonary artery which carries deoxygenated blood to the lungs.',\n", + " 'frequency': 688},\n", + " {'@id': 'deep vein thrombosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A blood clot in a deep vein, predominantly in the lower extremity, but may include the pelvis or upper extremity.',\n", + " 'frequency': 241},\n", + " {'@id': 'opioid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A class of synthetic chemicals/drugs similar to opiates (opium derivatives) with analgesic properties. Due to binding to opiate receptors, opioids mimic opiate activity on neurons, various cells (i.e. lymphocytes), pain suppression and other neurobehavioral activity. (NCI)',\n", + " 'frequency': 352},\n", + " {'@id': 'dengue fever',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An acute infection caused by Dengue virus. Signs and symptoms include sudden onset of fever, headache, rash, arthralgia, and myalgia. It is transmitted through mosquitoes.',\n", + " 'frequency': 378},\n", + " {'@id': 'malaria',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A protozoan infection caused by the genus Plasmodium. There are four species of Plasmodium that can infect humans: Plasmodium falciparum, vivax, ovale, and malariae. It is transmitted to humans by infected mosquitoes. Signs and symptoms include paroxysmal high fever, sweating, chills, and anemia.',\n", + " 'frequency': 811},\n", + " {'@id': 'water',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'H2O, a clear, colorless, odorless, tasteless liquid that freezes into ice below 0 degrees centigrade and boils above 100 degrees centigrade.',\n", + " 'frequency': 2212},\n", + " {'@id': 'hypotension',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Blood pressure that is abnormally low.',\n", + " 'frequency': 849},\n", + " {'@id': 'heart disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A non-neoplastic or neoplastic disorder that affects the heart and/or the pericardium. Representative examples include endocarditis, pericarditis, atrial myxoma, cardiac myeloid sarcoma, and pericardial malignant mesothelioma.',\n", + " 'frequency': 572},\n", + " {'@id': 'sinus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A recess, cavity, or channel.',\n", + " 'frequency': 236},\n", + " {'@id': '3q abnormality',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An irregularity in the structure of the long arm of chromosome 3.',\n", + " 'frequency': 298},\n", + " {'@id': 'immunoglobulin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Any of the structurally related glycoproteins that function as antibodies. They are divided into five classes (IGA, IGD, IGE, IGG, IGM) on the basis of structure and biological activity.',\n", + " 'frequency': 734},\n", + " {'@id': 'metronidazole',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic nitroimidazole derivative with antiprotozoal and antibacterial activities. Although its mechanism of action is not fully elucidated, un-ionized metronidazole is readily taken up by obligate anaerobic organisms and is subsequently reduced by low-redox potential electron-transport proteins to an active, intermediate product. Reduced metronidazole causes DNA strand breaks, thereby inhibiting DNA synthesis and bacterial cell growth.',\n", + " 'frequency': 331},\n", + " {'@id': 'clindamycin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A semisynthetic broad spectrum antibiotic produced by chemical modification of the parent compound lincomycin. Clindamycin dissociates peptidyl-tRNA from the bacterial ribosome, thereby disrupting bacterial protein synthesis. (NCI04)',\n", + " 'frequency': 469},\n", + " {'@id': 'diabetic ketoacidosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The metabolic condition resulted from uncontrolled diabetes mellitus, in which the shift of acid-base status of the body toward the acid side because of loss of base or retention of acids other than carbonic acid is accompanied by the accumulation of ketone bodies in body tissues and fluids.',\n", + " 'frequency': 545},\n", + " {'@id': 'nasal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'In reference to the nose.',\n", + " 'frequency': 901},\n", + " {'@id': 'septic shock',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A state of acute circulatory failure characterized by persistent arterial hypotension despite adequate fluid resuscitation or by tissue hypoperfusion unexplained by other causes.',\n", + " 'frequency': 2261},\n", + " {'@id': 'cardiac arrest',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The sudden cessation of cardiac activity in an individual who becomes unresponsive, without normal breathing and no signs of circulation. Cardiac arrest may be reversed by CPR, and/or defibrillation, cardioversion or cardiac pacing.',\n", + " 'frequency': 1009},\n", + " {'@id': 'aminoglycoside antibiotic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Any antibiotic containing amino-modified sugars originally isolated from various Streptomyces and Micromonospora species. Aminoglycoside antibiotics bind to the 16S RNA of the bacterial 30S ribosomal subunit, inhibiting translation and protein synthesis. Aminoglycoside use is associated with ototoxicity, neurotxicity and nephrotoxicity.',\n", + " 'frequency': 593},\n", + " {'@id': 'dog',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'The domestic dog, Canis familiaris.',\n", + " 'frequency': 5643},\n", + " {'@id': 'cephalosporin antibiotic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic or semi-synthetic beta-lactam antibiotic derived from Acremonium (Cephalosporium) fungi with bactericidal activity. Cephalosporin antibiotics bind to and inactivate penicillin-binding proteins (PBPs) located on the inner membrane of the bacterial cell wall. Inactivation of PBPs interferes with the cross-linkage of peptidoglycan chains necessary for bacterial cell wall strength and rigidity. This interrupts bacterial cell wall synthesis and results in the weakening of the bacterial cell wall, eventually causing cell lysis.',\n", + " 'frequency': 533},\n", + " {'@id': 'squamous cell carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A carcinoma arising from squamous epithelial cells. Morphologically, it is characterized by the proliferation of atypical, often pleomorphic squamous cells. Squamous cell carcinomas are graded by the degree of cellular differentiation as well, moderately, or poorly differentiated. Well differentiated carcinomas are usually associated with keratin production and the presence of intercellular bridges between adjacent cells. Representative examples are lung squamous cell carcinoma, skin squamous cell carcinoma, and cervical squamous cell carcinoma.',\n", + " 'frequency': 266},\n", + " {'@id': 'domestic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Of, involving, or concerning a specific, local region such as a home or country.',\n", + " 'frequency': 245},\n", + " {'@id': 'upper respiratory infection, ctcae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder characterized by an infectious process involving the upper respiratory tract (nose, paranasal sinuses, pharynx, larynx, or trachea).',\n", + " 'frequency': 653},\n", + " {'@id': 'pulmonary infarction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Localized necrosis of lung tissue caused by obstruction of the arterial blood supply, most often due to pulmonary embolism.',\n", + " 'frequency': 301},\n", + " {'@id': 'penicillin g sodium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'The sodium salt form of benzylpenicillin, a semi-synthetic, broad-spectrum penicillin antibiotic with bactericidal activity. Benzylpenicillin sodium binds to and inactivates penicillin-binding proteins (PBP) located on the inner membrane of the bacterial cell wall. Inactivation of PBPs interferes with the cross-linkage of peptidoglycan chains necessary for bacterial cell wall strength and rigidity. This results in the weakening of the bacterial cell wall and causes cell lysis.',\n", + " 'frequency': 687},\n", + " {'@id': 'doxycycline',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A synthetic, broad-spectrum tetracycline antibiotic exhibiting antimicrobial activity. Doxycycline binds to the 30S ribosomal subunit, possibly to the 50S ribosomal subunit as well, thereby blocking the binding of aminoacyl-tRNA to the mRNA-ribosome complex. This leads to an inhibition of protein synthesis. In addition, this agent has exhibited inhibition of collagenase activity.',\n", + " 'frequency': 328},\n", + " {'@id': 'capillary',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A tiny vessel that can be either a blood capillary or a lymphatic capillary.',\n", + " 'frequency': 543},\n", + " {'@id': 'rectum',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The terminal portion of the gastrointestinal tract, extending from the rectosigmoid junction to the anal canal.',\n", + " 'frequency': 232},\n", + " {'@id': 'colon carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A malignant epithelial neoplasm that arises from the colon and invades through the muscularis mucosa into the submucosa. The vast majority are adenocarcinomas.',\n", + " 'frequency': 264},\n", + " {'@id': 'excision',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The act of cutting out; the surgical removal of part or all of a structure or organ.',\n", + " 'frequency': 564},\n", + " {'@id': 'demyelination',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Breakdown, or abnormal development, of a nerve fiber myelin sheath.',\n", + " 'frequency': 387},\n", + " {'@id': 'multiple sclerosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A progressive autoimmune disorder affecting the central nervous system resulting in demyelination. Patients develop physical and cognitive impairments that correspond with the affected nerve fibers.',\n", + " 'frequency': 2040},\n", + " {'@id': 'ciprofloxacin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic broad spectrum fluoroquinolone antibiotic. Ciprofloxacin binds to and inhibits bacterial DNA gyrase, an enzyme essential for DNA replication. This agent is more active against Gram-negative bacteria than Gram-positive bacteria. (NCI04)',\n", + " 'frequency': 1124},\n", + " {'@id': 'pancreatitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inflammation of the pancreas.',\n", + " 'frequency': 501},\n", + " {'@id': 'cardiomyopathy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disease of the heart muscle or myocardium proper. Cardiomyopathies may be classified as either primary or secondary, on the basis of etiology, or on the pathophysiology of the lesion: hypertrophic, dilated, or restrictive.',\n", + " 'frequency': 576},\n", + " {'@id': 'hypoglycemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Abnormally low level of glucose in the blood.',\n", + " 'frequency': 867},\n", + " {'@id': 'prostate carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'One of the most common malignant tumors afflicting men. The majority of carcinomas arise in the peripheral zone and a minority occur in the central or the transitional zone of the prostate gland. Grossly, prostatic carcinomas appear as ill-defined yellow areas of discoloration in the prostate gland lobes. Adenocarcinomas represent the overwhelming majority of prostatic carcinomas. Prostatic-specific antigen (PSA) serum test is widely used as a screening test for the early detection of prostatic carcinoma. Treatment options include radical prostatectomy, radiation therapy, androgen ablation and cryotherapy. Watchful waiting or surveillance alone is an option for older patients with low-grade or low-stage disease.',\n", + " 'frequency': 571},\n", + " {'@id': 'prostate gland',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The walnut shaped accessory sex gland of the male reproductive system. It is located in the pelvis just below the bladder, surrounding the prostatic part of the urethra. The prostate gland secretes a fluid which is part of the semen.',\n", + " 'frequency': 880},\n", + " {'@id': 'glomerulus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': \"A tuft of capillaries situated at the entrance to each nephron, within the Bowman's capsule. This tuft functions as the first stage in filtering blood in the kidney.\",\n", + " 'frequency': 812},\n", + " {'@id': 'aldosterone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A mineralocorticoid hormone produced by aldosterone synthase (CYP11B2) in the zona glomerulosa of the adrenal cortex. Aldosterone binds to mineralocorticoid receptors (MR; NR3C2) and MR-aldosterone complexes regulate the expression of genes involved in the retention of sodium, the secretion of potassium, and water reabsorption, all of which may result increased blood pressure.',\n", + " 'frequency': 246},\n", + " {'@id': 'fracture',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A traumatic injury to the bone in which the continuity of the bone is broken.',\n", + " 'frequency': 765},\n", + " {'@id': 'intestinal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Of, or related to, or referring to the intestines.',\n", + " 'frequency': 1585},\n", + " {'@id': 'c-c motif chemokine 1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'C-C motif chemokine 1 (96 aa, ~11 kDa) is encoded by the human CCL1 gene. This protein is involved in monocyte chemotaxis.',\n", + " 'frequency': 2510},\n", + " {'@id': 'human herpesvirus 1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'HSV is a nuclear replicating, icosahedral, enveloped DNA virus. The HSV envelope contains at least 8 glycoproteins. The matrix or tegument which contacts both the envelope and the capsid contains at least 15-20 proteins. There are two types of HSV - Type 1 and Type 2. The Type 1 virus causes cold sores. Most people get Type 1 infections during infancy or childhood. The Type 2 virus causes genital sores. Most people get Type 2 infections following sexual contact with an infected person.',\n", + " 'frequency': 452},\n", + " {'@id': 'azithromycin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'An azalide, derived from erythromycin, and a member of a subclass of macrolide antibiotics with bacteriocidal and bacteriostatic activities. Azithromycin reversibly binds to the 50S ribosomal subunit of the 70S ribosome of sensitive microorganisms, thereby inhibiting the translocation step of protein synthesis, wherein a newly synthesized peptidyl tRNA molecule moves from the acceptor site on the ribosome to the peptidyl (donor) site, and consequently inhibiting RNA-dependent protein synthesis leading to cell growth inhibition and cell death.',\n", + " 'frequency': 851},\n", + " {'@id': 'acute respiratory failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Life-threatening respiratory failure that develops rapidly. Causes include injury, sepsis, drug overdose, and pancreatitis. It manifests with dyspnea and cyanosis and may lead to cardiovascular shock.',\n", + " 'frequency': 419},\n", + " {'@id': 'ceftazidime',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A beta-lactam, third-generation cephalosporin antibiotic with bactericidal activity. Ceftazidime binds to and inactivates penicillin-binding proteins (PBP) located on the inner membrane of the bacterial cell wall. PBPs participate in the terminal stages of assembling the bacterial cell wall, and in reshaping the cell wall during cell division. Inactivation of PBPs interferes with the cross-linkage of peptidoglycan chains necessary for bacterial cell wall strength and rigidity. This results in the weakening of the bacterial cell wall and causes cell lysis. Compared to the second and first generation cephalosporins, ceftazidime is more active against gram-negative bacteria and less active against gram-positive bacteria. Ceftazidine also crosses the blood-brain barrier and reaches therapeutic concentrations in the central nervous system (CNS).',\n", + " 'frequency': 533},\n", + " {'@id': 'hyperlipidemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Elevated levels of lipids in the blood.',\n", + " 'frequency': 265},\n", + " {'@id': 'cholesterol',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An animal sterol found in the body tissues (and blood plasma) of vertebrates. It can be found in large concentrations within the liver, spinal cord, and brain. Cholesterol is an important component of the membranes of cells, providing stability. It is the major precursor for the synthesis of vitamin D, of the various steroid hormones, including cortisol, cortisone, and aldosterone in the adrenal glands, and of the sex hormones progesterone, estrogen, and testosterone. Cholesterol also has an important role for the brain synapses as well as in the immune system. In conditions featuring elevated low density lipoproteins (LDL), cholesterol often forms plaque deposits in the walls of arteries, a condition known as atherosclerosis, which is a major contributor to coronary heart disease and other forms of cardiovascular disease.',\n", + " 'frequency': 1441},\n", + " {'@id': 'anion gap measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'The determination of the unmeasured anions (those other than the chloride and bicarbonate anions) present in a sample.',\n", + " 'frequency': 272},\n", + " {'@id': 'bacterial infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An acute infectious disorder that is caused by gram positive or gram negative bacteria; representative examples include pneumococcal, streptococcal, salmonella, and meningeal infections.',\n", + " 'frequency': 1092},\n", + " {'@id': 'fluconazole',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic triazole with antifungal activity. Fluconazole preferentially inhibits fungal cytochrome P-450 sterol C-14 alpha-demethylation, resulting in the accumulation of fungal 14 alpha-methyl sterols, the loss of normal fungal sterols, and fungistatic activity. Mammalian cell demethylation is much less sensitive to fluconazole inhibition.',\n", + " 'frequency': 400},\n", + " {'@id': 'candida',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of yeasts in the phylum Ascomycota. Many species of this genus are endosymbionts of animal hosts.',\n", + " 'frequency': 832},\n", + " {'@id': 'risk factor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': \"Any aspect of an individual's life, behavior, an environmental exposure, or an inborn or inherited characteristic that increases the likelihood of a disease, condition or injury.\",\n", + " 'frequency': 518},\n", + " {'@id': 'biliary',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A term that refers to the biliary tract structures.',\n", + " 'frequency': 476},\n", + " {'@id': 'morphine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An opiate alkaloid isolated from the plant Papaver somniferum and produced synthetically. Morphine binds to and activates specific opiate receptors (delta, mu and kappa), each of which are involved in controlling different brain functions. In the central nervous and gastrointestinal systems, this agent exhibits widespread effects including analgesia, anxiolysis, euphoria, sedation, respiratory depression, and gastrointestinal system smooth muscle contraction. (NCI04)',\n", + " 'frequency': 263},\n", + " {'@id': 'metformin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An agent belonging to the biguanide class of antidiabetics with antihyperglycemic activity. Metformin is associated with a very low incidence of lactic acidosis. This agent helps reduce LDL cholesterol and triglyceride levels, and is not associated with weight gain, and prevents the cardiovascular complications of diabetes. Metformin is not metabolized and is excreted unchanged by the kidneys.',\n", + " 'frequency': 666},\n", + " {'@id': 'testis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Either of the paired male reproductive glands that produce the male germ cells and the male hormones.',\n", + " 'frequency': 236},\n", + " {'@id': 'yeast',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Various single-celled members of the fungal families, ascomycetes, basidiomycetes and imperfect fungi that tend to be unicellular for the greater part of their life cycle.',\n", + " 'frequency': 487},\n", + " {'@id': 'vessel dosing unit',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A unit of presentation used to represent the quantity of product that is found in a single vessel-type container.',\n", + " 'frequency': 711},\n", + " {'@id': 'nerve',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Part of the peripheral nervous system composed of bundles of nerve fibers running to various organs and tissues of the body using chemical and electrical signals to transmit sensory and motor information from one body part to another.',\n", + " 'frequency': 430},\n", + " {'@id': 'hematoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A localized collection of blood, usually clotted, in an organ, space, or tissue, due to a break in the wall of a blood vessel.',\n", + " 'frequency': 234},\n", + " {'@id': 'vasopressor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Any substance used in the treatment of hypotension. A vasopressor agent increases reduced blood pressure.',\n", + " 'frequency': 727},\n", + " {'@id': 'organic phosphate',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An ester of phosphoric acid, which contains phosphorus. Organic phosphates play important roles in biochemistry and biogeochemistry or ecology.',\n", + " 'frequency': 420},\n", + " {'@id': 'uric acid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A white tasteless odorless crystalline product of protein metabolism, found in the blood and urine, as well as trace amounts found in the various organs of the body. It can build up and form stones or crystals in various disease states.',\n", + " 'frequency': 319},\n", + " {'@id': 'urinary tract infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A bacterial infectious process affecting any part of the urinary tract, most commonly the bladder and the urethra. Symptoms include urinary urgency and frequency, burning sensation during urination, lower abdominal discomfort, and cloudy urine.',\n", + " 'frequency': 355},\n", + " {'@id': 'urinary system',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The organs involved in the creation and excretion of urine.',\n", + " 'frequency': 986},\n", + " {'@id': 'saline',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A solution of salt and water. Saline usually refers to normal or physiological saline, which is an aqueous solution containing 0.9% sodium chloride.',\n", + " 'frequency': 1421},\n", + " {'@id': 'cerebellum',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The portion of the brain located at the base of the skull that is responsible for balance, equilibrium and movement.',\n", + " 'frequency': 423},\n", + " {'@id': 'peritonitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inflammation of the peritoneum due to infection by bacteria or fungi. Causes include liver disease, perforation of the gastrointestinal tract or biliary tract, and peritoneal dialysis. Patients usually present with abdominal pain and tenderness, fever, chills, and nausea and vomiting. It is an emergency medical condition that requires prompt medical attention and treatment.',\n", + " 'frequency': 382},\n", + " {'@id': 'shock',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A life-threatening condition that requires immediate medical intervention. It is characterized by reduced blood flow that may result in damage of multiple organs. Types of shock include cardiogenic, hemorrhagic, septic, anaphylactic, and traumatic shock.',\n", + " 'frequency': 1156},\n", + " {'@id': 'chronic kidney disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Impairment of the renal function secondary to chronic kidney damage persisting for three or more months.',\n", + " 'frequency': 1447},\n", + " {'@id': 'ischemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Lack of blood supply to an area of the body, resulting in impairment of tissue oxygenation.',\n", + " 'frequency': 670},\n", + " {'@id': 'glucocorticoid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A corticosteroid that supports a variety of cardiovascular, metabolic, immunologic, and homeostatic functions, and which binds specifically to the glucocorticoid receptor (GR; NR3C1). Glucocorticoid binding to GR leads to the transportation of the activated receptor-glucocorticoid complex to the nucleus, after which it binds to glucocorticoid response elements (GRE) and regulates the expression of GR-responsive genes.',\n", + " 'frequency': 310},\n", + " {'@id': 'prostate-specific antigen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Prostate-specific antigen (261 aa, ~29 kDa) is encoded by the human KLK3 gene. This protein plays a role in both proteolysis and seminal fluid liquefaction.',\n", + " 'frequency': 370},\n", + " {'@id': 'pituitary gland',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Pea-sized endocrine gland located at the base of the brain in the pituitary fossa. It produces and secretes hormones such as oxytocin and vasopressin, to regulate the activities of the hypothalamus.',\n", + " 'frequency': 266},\n", + " {'@id': 'autoimmune',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Pertaining to autoimmunity.',\n", + " 'frequency': 456},\n", + " {'@id': 'status epilepticus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A life-threatening situation in which the brain is in a continuous state of seizure.',\n", + " 'frequency': 246},\n", + " {'@id': 'pseudomonas aeruginosa',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A species of facultatively anaerobic, Gram negative, rod shaped bacteria in the phylum Proteobacteria. This species is motile, non spore forming, produces pyorubin, pyocyanin and fluorescein and has minimal nutrient requirements. P. aeruginosa is an opportunistic pathogen found in soil, water and as a part of skin flora that can cause lethal infections in cystic fibrosis patients, burn victims and immunocompromised individuals.',\n", + " 'frequency': 1243},\n", + " {'@id': 'pseudomonas',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of gram-negative, motile, non-spore-forming, rod-shaped bacteria in the phylum Proteobacteria.',\n", + " 'frequency': 466},\n", + " {'@id': 'cerebrovascular',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Relating to the brain and the blood vessels that supply it.',\n", + " 'frequency': 914},\n", + " {'@id': 'nasopharyngeal carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A carcinoma arising from the nasopharyngeal epithelium. It includes the following types: keratinizing squamous cell carcinoma, nonkeratinizing carcinoma (differentiated and undifferentiated), basaloid squamous cell carcinoma, and papillary adenocarcinoma.',\n", + " 'frequency': 632},\n", + " {'@id': 'feces',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The material discharged from the bowel during defecation. It consists of undigested food, intestinal mucus, epithelial cells, and bacteria.',\n", + " 'frequency': 577},\n", + " {'@id': 'dementia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': \"Loss of intellectual abilities interfering with an individual's social and occupational functions. Causes include Alzheimer's disease, brain injuries, brain tumors, and vascular disorders.\",\n", + " 'frequency': 714},\n", + " {'@id': 'parenteral',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Relating to the internal body as the intended site of administration, other than the natural openings and cavities such as the gastrointestinal tract, auditory canal, nasal cavity, lungs, etc.; the pharmaceutical product is usually administered by breaking the skin, such as by injection, infusion, and implantation.',\n", + " 'frequency': 597},\n", + " {'@id': 'thrombosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The formation of a blood clot in the lumen of a vessel or heart chamber; causes include coagulation disorders and vascular endothelial injury.',\n", + " 'frequency': 1208},\n", + " {'@id': 'piperacillin-tazobactam',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A combination formulation of the antibiotic piperacillin and the beta-lactamase inhibitor tazobactam with antibacterial activity. Piperacillin, a broad-spectrum, semisynthetic penicillin, binds to and inactivates penicillin-binding proteins (PBP) located on the inner membrane of the bacterial cell wall, thereby interfering with the cross-linking of peptidoglycan chains necessary for bacterial cell wall strength and rigidity. As a result, the cell wall is weakened and the cell lyses. Tazobactam, a penicillanic acid sulfone derivative, irreversibly binds to and inhibits bacterial beta-lactamase at or near its active site, thereby preventing the destruction of the beta-lactamase susceptible piperacillin by this bacterial enzyme.',\n", + " 'frequency': 296},\n", + " {'@id': 'hematology',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The branch of medicine that deals with the blood and blood-forming organs and the diseases thereof.',\n", + " 'frequency': 233},\n", + " {'@id': 'tobramycin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An aminoglycoside antibiotic derived from Streptomyces tenebrarius with bacteriostatic activity. Following active transport into the cell, tobramycin binds irreversibly to a specific aminoglycoside receptor on the bacterial 30S ribosomal subunit and interferes with the initiation complex between messenger RNA and the 30S subunit, thereby inhibiting initiation of protein synthesis, consequently leading to bacterial cell death. In addition, tobramycin induces misreading of the mRNA template causing incorrect amino acids to be incorporated into the growing polypeptide chain, consequently interfering with protein elongation.',\n", + " 'frequency': 520},\n", + " {'@id': 'superoxide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A reactive oxygen species (ROS) containing a negatively charged dioxygen group. Superoxides are produced by phagocytic cells of the immune system to kill invading microorganisms and are neutralized by the enzyme superoxide dismutase (SOD) to protect host cells from oxidative damage.',\n", + " 'frequency': 390},\n", + " {'@id': 'thrombolytic agent',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any agent capable of dissolving an existing blood clot in order to reperfuse the blocked blood vessel.',\n", + " 'frequency': 511},\n", + " {'@id': 'brain stem',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Three sections, the midbrain, pons and medulla oblongata, that are located at the base of the brain. The brain stem regulates the central nervous system, and is vital as a conduit for motor and sensory innervations.',\n", + " 'frequency': 308},\n", + " {'@id': 'dacarbazine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A triazene derivative with antineoplastic activity. Dacarbazine alkylates and cross-links DNA during all phases of the cell cycle, resulting in disruption of DNA function, cell cycle arrest, and apoptosis. (NCI04)',\n", + " 'frequency': 280},\n", + " {'@id': 'cerebral edema',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Swelling due to an excessive accumulation of fluid in the brain.',\n", + " 'frequency': 254},\n", + " {'@id': 'glycosylated hemoglobin measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A quantitative measurement of the amount of glycosylated hemoglobin present in a sample of blood.',\n", + " 'frequency': 722},\n", + " {'@id': 'eczema',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A form of dermatitis characterized by red, itchy, scaly, or crusty patches that can be chronic or intermittent.',\n", + " 'frequency': 486},\n", + " {'@id': 'drug test',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A laboratory test of biological material such as blood, urine, hair, saliva or sweat, used to detect the presence of a drug or its metabolites with in the body.',\n", + " 'frequency': 406},\n", + " {'@id': 'stress',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': \"The negative mental, emotional, and physical reactions that occur when environmental stressors are perceived as exceeding the individual's adaptive capacities.\",\n", + " 'frequency': 1508},\n", + " {'@id': 'autosome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A chromosome not involved in sex determination. The diploid human genome consists of a total of 46 chromosomes which includes 22 pairs of autosomes.',\n", + " 'frequency': 248},\n", + " {'@id': 'breast carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A carcinoma arising from the breast, most commonly the terminal ductal-lobular unit. It is the most common malignant tumor in females. Risk factors include country of birth, family history, menstrual and reproductive history, fibrocystic disease and epithelial hyperplasia, exogenous estrogens, contraceptive agents, and ionizing radiation. The vast majority of breast carcinomas are adenocarcinomas (ductal or lobular). Breast carcinoma spreads by direct invasion, by the lymphatic route, and by the blood vessel route. The most common site of lymph node involvement is the axilla.',\n", + " 'frequency': 1426},\n", + " {'@id': 'calcification',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Deposition of calcium in the tissues. It may be the result of a metabolic disorder or long-standing infection, or it may be associated with the presence of cancer.',\n", + " 'frequency': 247},\n", + " {'@id': 'tumor cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'The determination of the amount of tumor cells present in a sample.',\n", + " 'frequency': 690},\n", + " {'@id': 'community-acquired pneumonia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Pneumonia that is not acquired in a hospital or long-term care facility setting.',\n", + " 'frequency': 1103},\n", + " {'@id': 'hiv infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An infection caused by the human immunodeficiency virus.',\n", + " 'frequency': 466},\n", + " {'@id': 'plaque',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Abnormal tissue that results from the progressive accumulation or deposit of certain substances in a body cavity, surface, or lumen.',\n", + " 'frequency': 243},\n", + " {'@id': 'encephalitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An inflammatory process affecting the brain parenchyma. Causes include viral infections and less frequently bacterial infections, toxins, and immune-mediated processes.',\n", + " 'frequency': 413},\n", + " {'@id': 'respiratory distress',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A pathological increase in the effort and frequency of breathing movements.',\n", + " 'frequency': 517},\n", + " {'@id': 'confusion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A mental state characterized by a lack of clear and orderly thought and behavior.',\n", + " 'frequency': 362},\n", + " {'@id': 'intubation procedure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The insertion of a cannula or tube into a hollow body organ.',\n", + " 'frequency': 577},\n", + " {'@id': 'propofol',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A hypnotic alkylphenol derivative. Formulated for intravenous induction of sedation and hypnosis during anesthesia, propofol facilitates inhibitory neurotransmission mediated by gamma-aminobutyric acid (GABA). This agent is associated with minimal respiratory depression and has a short half-life with a duration of action of 2 to 10 minutes.',\n", + " 'frequency': 272},\n", + " {'@id': 'multiple organ failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Complete impairment of two or more organs or organ systems.',\n", + " 'frequency': 1354},\n", + " {'@id': 'subarachnoid hemorrhage',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Intracranial hemorrhage into the subarachnoid space.',\n", + " 'frequency': 542},\n", + " {'@id': 'obesity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': \"Weighing well above a person's ideal weight, generally characterized as a Body Mass Index (BMI) of 30 and above.\",\n", + " 'frequency': 4910},\n", + " {'@id': 'interleukin-2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin-2 (153 aa, ~18 kDa) is encoded by the human IL2 gene. This protein is involved in T-cell proliferation, leukocyte stimulation and immune responses.',\n", + " 'frequency': 715},\n", + " {'@id': 'right ventricular wall',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The wall of the right ventricle, comprising anterior, inferior, and lateral walls; and excluding the interventricular septum.',\n", + " 'frequency': 320},\n", + " {'@id': 'pulmonary artery',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Either one of two arteries arising from the pulmonary trunk that carry deoxygenated blood to the lungs.',\n", + " 'frequency': 638},\n", + " {'@id': 'comorbidity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The coexistence of two or more disease processes.',\n", + " 'frequency': 724},\n", + " {'@id': 'chronic renal failure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Impairment of the renal function due to chronic kidney damage.',\n", + " 'frequency': 353},\n", + " {'@id': 'electroencephalography',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The neurophysiologic exploration of the electrical activity of the brain by the application of electrodes to the scalp. The resulting traces are known as an electroencephalogram (EEG). This test is used to assess brain damage, epilepsy and other problems.',\n", + " 'frequency': 567},\n", + " {'@id': 'neuropathy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder affecting the cranial nerves or the peripheral nervous system. It manifests with pain, tingling, numbness, and muscle weakness. It may be the result of physical injury, toxic substances, viral diseases, diabetes, renal failure, cancer, and drugs.',\n", + " 'frequency': 349},\n", + " {'@id': 'warfarin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic anticoagulant. Warfarin inhibits the regeneration of vitamin K1 epoxide and so the synthesis of vitamin K dependent clotting factors, which include Factors II, VII, IX and X, and the anticoagulant proteins C and S. This inhibition results in a sequential depression of Factors VII, IX, X and II activities. Vitamin K is an essential cofactor for the post ribosomal synthesis of the vitamin K dependent clotting factors. The vitamin promotes the biosynthesis of gamma-carboxyglutamic acid residues in these proteins which are essential for biological activity.',\n", + " 'frequency': 254},\n", + " {'@id': 'allogeneic hematopoietic stem cell transplantation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A clinical treatment in which hematopoietic stem cells (HSCs) are transferred from one genetically dissimilar individual to another.',\n", + " 'frequency': 351},\n", + " {'@id': 'tacrolimus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A macrolide isolated from Streptomyces tsukubaensis. Tacrolimus binds to the FKBP-12 protein and forms a complex with calcium-dependent proteins, thereby inhibiting calcineurin phosphatase activity and resulting in decreased cytokine production. This agent exhibits potent immunosuppressive activity in vivo and prevents the activation of T-lymphocytes in response to antigenic or mitogenic stimulation. Tacrolimus possesses similar immunosuppressive properties to cyclosporine, but is more potent.',\n", + " 'frequency': 472},\n", + " {'@id': 'immune cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A cell in the immune system that is involved in host defense. This category may include lymphocytes, monocytes, macrophages, neutrophils, eosinophils, basophils, mast cells, and thrombocytes. Precursor cells in these lineages may also be included.',\n", + " 'frequency': 980},\n", + " {'@id': 'liver dysfunction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A finding that indicates abnormal liver function.',\n", + " 'frequency': 280},\n", + " {'@id': 'target cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'The determination of the amount of target cells present in a sample.',\n", + " 'frequency': 250},\n", + " {'@id': 'lymphopenia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An abnormally small number of lymphocytes in the circulating blood.',\n", + " 'frequency': 836},\n", + " {'@id': 'axon',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'A projection of a neuron that conducts electrical impulses away from the neuronal cell body.',\n", + " 'frequency': 640},\n", + " {'@id': 'endoscopic procedure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A diagnostic or therapeutic procedure in which an endoscope is inserted in a tubular organ to examine the structural architecture and/or remove abnormal tissues.',\n", + " 'frequency': 344},\n", + " {'@id': 'amoxicillin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A broad-spectrum, semisynthetic aminopenicillin antibiotic with bactericidal activity. Amoxicillin binds to and inactivates penicillin-binding protein (PBP) 1A located on the inner membrane of the bacterial cell wall. Inactivation of PBPs interferes with the cross-linkage of peptidoglycan chains necessary for bacterial cell wall strength and rigidity. This interrupts bacterial cell wall synthesis and results in the weakening of the bacterial cell wall and causes cell lysis.',\n", + " 'frequency': 394},\n", + " {'@id': 'clarithromycin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A semisynthetic 14-membered ring macrolide antibiotic. Clarithromycin binds to the 50S ribosomal subunit and inhibits RNA-dependent protein synthesis in susceptible organisms. Clarithromycin has been shown to eradicate gastric MALT (mucosa-associated lymphoid tissue) lymphomas, presumably due to the eradication of tumorigenic Helicobacter pylori infection. This agent also acts as a biological response modulator, possibly inhibiting angiogenesis and tumor growth through alterations in growth factor expression. (NCI04)',\n", + " 'frequency': 295},\n", + " {'@id': 'visceral',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of, or relating to, or affecting the internal organs.',\n", + " 'frequency': 394},\n", + " {'@id': 'aorta',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The major arterial trunk that carries oxygenated blood from the left ventricle into the ascending aorta behind the heart, the aortic arch, through the thorax as the descending aorta and through the abdomen as the abdominal aorta; it bifurcates into the left and right common iliac arteries.',\n", + " 'frequency': 390},\n", + " {'@id': 'chronic liver disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Hepatic necrosis, inflammation, or scarring due to any cause that persists for more than 6 months. Manifestations may include signs and symptoms of cholestasis, portal hypertension, and/or abnormal liver function tests.',\n", + " 'frequency': 366},\n", + " {'@id': 'child',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An age group comprised of individuals who are not yet an adult. The specific cut-off age will vary by purpose.',\n", + " 'frequency': 1880},\n", + " {'@id': 'anal injury',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Trauma to the anus.',\n", + " 'frequency': 340},\n", + " {'@id': 'hypothermia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Abnormally low body temperature.',\n", + " 'frequency': 610},\n", + " {'@id': 'complication',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any disease or disorder that occurs during the course of, or because of, another disease, treatment, or procedure.',\n", + " 'frequency': 633},\n", + " {'@id': 'neuron',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'Any of the conducting cells of the nervous system. A typical neuron consists of a cell body, containing the nucleus and the surrounding cytoplasm (perikaryon); several short radiating processes (dendrites); and one long process (the axon), which terminates in twiglike branches (telodendrons) and may have branches (collaterals) projecting along its course.',\n", + " 'frequency': 1575},\n", + " {'@id': 't-lymphocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A thymocyte-derived lymphocyte of immunological importance that is long-lived (months to years) and is responsible for cell-mediated immunity. T lymphocyte cells form rosettes with sheep erythrocytes and, in the presence of transforming agents (mitogens), differentiate and divide. These cells have the characteristic T3 surface marker and may be further divided into subsets according to function, such as helper, cytotoxic, etc.',\n", + " 'frequency': 2587},\n", + " {'@id': 'ovarian carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A malignant neoplasm originating from the surface ovarian epithelium. It accounts for the greatest number of deaths from malignancies of the female genital tract and is the fifth leading cause of cancer fatalities in women. It is predominantly a disease of older white women of northern European extraction, but it is seen in all ages and ethnic groups. Adenocarcinomas constitute the vast majority of ovarian carcinomas. The pattern of metastatic spread in ovarian carcinoma is similar regardless of the microscopic type. The most common sites of involvement are the contralateral ovary, peritoneal cavity, para-aortic and pelvic lymph nodes, and liver. Lung and pleura are the most common sites of extra-abdominal spread. The primary form of therapy is surgical. The overall prognosis of ovarian carcinoma remains poor, a direct result of its rapid growth rate and the lack of early symptoms.',\n", + " 'frequency': 307},\n", + " {'@id': 'hemostatic agent',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An agent that promotes hemostasis.',\n", + " 'frequency': 411},\n", + " {'@id': 'cerebral infarction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An ischemic condition of the brain, producing a persistent focal neurological deficit in the area of distribution of the cerebral arteries.',\n", + " 'frequency': 374},\n", + " {'@id': 'pericyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A multipotent perivascular cell that is embedded in the basement membrane of capillaries and contributes to tissue repair in response to injury.',\n", + " 'frequency': 271},\n", + " {'@id': 'arthritis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An inflammatory process affecting a joint. Causes include infection, autoimmune processes, degenerative processes, and trauma. Signs and symptoms may include swelling around the affected joint and pain.',\n", + " 'frequency': 388},\n", + " {'@id': 'endometriosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The growth of functional endometrial tissue in anatomic sites outside the uterine body. It most often occurs in the pelvic organs.',\n", + " 'frequency': 341},\n", + " {'@id': 'cognitive impairment',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Diminished mental function.',\n", + " 'frequency': 438},\n", + " {'@id': 'encephalopathy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A functional and/or structural disorder of the brain caused by diseases (e.g. liver disease, kidney disease), medications, chemicals, and injuries.',\n", + " 'frequency': 411},\n", + " {'@id': 'dyslipidemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A lipoprotein metabolism disorder characterized by decreased levels of high-density lipoproteins, or elevated levels of plasma cholesterol, low-density lipoproteins and/or triglycerides.',\n", + " 'frequency': 576},\n", + " {'@id': 'duodenum',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A jointed tube 25-30 cm long that connects the stomach to the jejunum.',\n", + " 'frequency': 255},\n", + " {'@id': 'body fluid or substance',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Material produced by living organisms; it can be a necessary constituent of, or product of an organismal process.',\n", + " 'frequency': 346},\n", + " {'@id': 'hyperglycemia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Abnormally high level of glucose in the blood.',\n", + " 'frequency': 1740},\n", + " {'@id': 'crohn disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A gastrointestinal disorder characterized by chronic inflammation involving all layers of the intestinal wall, noncaseating granulomas affecting the intestinal wall and regional lymph nodes, and transmural fibrosis. Crohn disease most commonly involves the terminal ileum; the colon is the second most common site of involvement.',\n", + " 'frequency': 245},\n", + " {'@id': 'renin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Renin (406 aa, ~45 kDa) is encoded by the human REN gene. This protein plays a role in activation of angiotensin.',\n", + " 'frequency': 293},\n", + " {'@id': 'metabolic disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A congenital (due to inherited enzyme abnormality) or acquired (due to failure of a metabolic important organ) disorder resulting from an abnormal metabolic process.',\n", + " 'frequency': 626},\n", + " {'@id': 'esophageal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or relating to the esophagus.',\n", + " 'frequency': 635},\n", + " {'@id': 'neuromuscular',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Pertaining to muscles and nerves.',\n", + " 'frequency': 597},\n", + " {'@id': 'lung carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A carcinoma originating in the lung. Lung carcinomas usually arise from the epithelium that lines the bronchial tree (bronchogenic carcinomas), and are classified as small cell or non-small cell carcinomas. Non-small cell lung carcinomas are usually adenocarcinomas, squamous cell carcinomas, or large cell carcinomas. Metastatic carcinomas to the lung are also common, and can be difficult to distinguish from primary tumors.',\n", + " 'frequency': 620},\n", + " {'@id': 'enterococcus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of Gram-positive, facultative anaerobic, lactic acid bacteria in the phylum Firmicutes.',\n", + " 'frequency': 663},\n", + " {'@id': 'gutka',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A combination of crushed areca nut, tobacco, catechu, paraffin wax, slaked lime, and sweet or savory flavorings. It is placed between the cheek and gum and is a mild stimulant.',\n", + " 'frequency': 899},\n", + " {'@id': 'endometrial',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Relating to or composed of endometrium.',\n", + " 'frequency': 413},\n", + " {'@id': 'cerebrovascular disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder resulting from inadequate blood flow in the vessels that supply the brain. Representative examples include cerebrovascular ischemia, cerebral embolism, and cerebral infarction.',\n", + " 'frequency': 586},\n", + " {'@id': 'degenerative disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder characterized by the progressive loss of function and/or structure of the affected tissues.',\n", + " 'frequency': 505},\n", + " {'@id': 'oxygen radical',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Organic or inorganic chemicals that contain an oxygen atom with an unpaired electron. This unstable electron configuration causes these chemicals to be highly reactive with other molecules.',\n", + " 'frequency': 1285},\n", + " {'@id': 'pharmacologic substance',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Any natural, endogenously-derived, synthetic or semi-synthetic compound with pharmacologic activity. A pharmacologic substance has one or more specific mechanism of action(s) through which it exerts one or more effect(s) on the human or animal body. They can be used to potentially prevent, diagnose, treat or relieve symptoms of a disease. Formulation specific agents and some combination agents are also classified as pharmacologic substances.',\n", + " 'frequency': 496},\n", + " {'@id': 'bacteremia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A laboratory test result that indicates the presence of bacteria in the blood.',\n", + " 'frequency': 601},\n", + " {'@id': 'infoods',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Uppercase abbreviations assigned by the International Network of Food Data Systems.',\n", + " 'frequency': 535},\n", + " {'@id': 'cefotaxime',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A third generation semisynthetic cephalosporin antibiotic with bactericidal activity. Cefotaxime inhibits mucopeptide synthesis by binding to and inactivating penicillin binding proteins thereby interfering with the final transpeptidation step required for cross-linking of peptidoglycan units which are a component of bacterial cell walls. This results in a reduction of cell wall stability and causes cell lysis.',\n", + " 'frequency': 424},\n", + " {'@id': 'kidney disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A neoplastic or non-neoplastic condition affecting the kidney. Representative examples of non-neoplastic conditions include glomerulonephritis and nephrotic syndrome. Representative examples of neoplastic conditions include benign processes (e.g., renal lipoma and renal fibroma) and malignant processes (e.g., renal cell carcinoma and renal lymphoma).',\n", + " 'frequency': 789},\n", + " {'@id': 'interferon',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Human interferons have been classified into 3 groups: alpha, beta, and gamma. Both alpha- and beta-IFNs, previously designated type I, are acid-stable, but they differ immunologically and in regard to some biologic and physiochemical properties. The IFNs produced by virus-stimulated leukocytes (leukocyte IFNs) are predominantly of the alpha type. Those produced by lymphoblastoid cells are about 90% alpha and 10% beta. Induced fibroblasts produce mainly or exclusively the beta type. The alpha- and beta-IFNs differ widely in amino acid sequence. The gamma or immune IFNs, which are produced by T lymphocytes in response to mitogens or to antigens to which they are sensitized, are acid-labile and serologically distinct from alpha- and beta-IFNs. (from OMIM 147570)',\n", + " 'frequency': 2056},\n", + " {'@id': 'esophagus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The portion of the digestive canal between the pharynx and stomach. It is about 25 cm long and consists of three parts: the cervical part, from the cricoid cartilage to the thoracic inlet; thoracic part, from thoracic inlet to the diaphragm; and abdominal part, below the diaphragm to the cardiac opening of the stomach.',\n", + " 'frequency': 284},\n", + " {'@id': 'phospholipid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Phosphate-containing lipids that are a major component of all cell membranes. Most phospholipids contain a diglyceride, a phosphate group, and a simple organic molecule such as choline. Another type of phospholipid is phosphosphingolipids that contain sphingosine instead of glycerol.',\n", + " 'frequency': 386},\n", + " {'@id': 'peripheral',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'On or near an edge or constituting an outer boundary; the outer area.',\n", + " 'frequency': 531},\n", + " {'@id': 'fungal infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An infection caused by a fungus.',\n", + " 'frequency': 452},\n", + " {'@id': 'autoimmune disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder resulting from loss of function or tissue destruction of an organ or multiple organs, arising from humoral or cellular immune responses of the individual to his own tissue constituents. It may be systemic (e.g., systemic lupus erythematosus), or organ specific, (e.g., thyroiditis).',\n", + " 'frequency': 881},\n", + " {'@id': 'cdisc sdtm sex of individual terminology',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Terminology codelist used with Sex of Individual within the Clinical Data Interchange Standards Consortium Study Data Tabulation Model.',\n", + " 'frequency': 1222},\n", + " {'@id': 'melanoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A malignant, usually aggressive tumor composed of atypical, neoplastic melanocytes. Most often, melanomas arise in the skin (cutaneous melanomas) and include the following histologic subtypes: superficial spreading melanoma, nodular melanoma, acral lentiginous melanoma, and lentigo maligna melanoma. Cutaneous melanomas may arise from acquired or congenital melanocytic or dysplastic nevi. Melanomas may also arise in other anatomic sites including the gastrointestinal system, eye, urinary tract, and reproductive system. Melanomas frequently metastasize to lymph nodes, liver, lungs, and brain.',\n", + " 'frequency': 335},\n", + " {'@id': 'parasite',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Any organism that has a close, symbiotic relationship with a separate, host organism.',\n", + " 'frequency': 260},\n", + " {'@id': 'c-c motif chemokine 2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'C-C motif chemokine 2 (99 aa, ~11 kDa) is encoded by the human CCL2 gene. This protein plays a role in monocyte and basophil chemotaxis.',\n", + " 'frequency': 831},\n", + " {'@id': 'immune',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Protected against infectious disease by either specific or non-specific mechanisms.',\n", + " 'frequency': 327},\n", + " {'@id': 'h1n1 influenza',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'An acute viral respiratory infection caused by a strain of influenza virus which is endemic in swine (pigs). Rarely reported in humans prior to 2009, the disease is caused by a mutated strain of swine influenza A (H1N1) virus. It is highly contagious and spreads mainly through coughing and sneezing. Signs and symptoms include fever, chills, coughing, sore throat headache, muscle ache, and generalized weakness. Antiviral medications are most effective in the first two days of the illness.',\n", + " 'frequency': 407},\n", + " {'@id': 'material break',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Problem associated with undesired damage or breakage of those materials used in the device construction.',\n", + " 'frequency': 432},\n", + " {'@id': 'lung disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A non-neoplastic or neoplastic disorder affecting the lung. Representative examples of non-neoplastic disorders include chronic obstructive pulmonary disease and pneumonia. Representative examples of neoplastic disorders include benign processes (e.g., respiratory papilloma) and malignant processes (e.g., lung carcinoma and metastatic cancer to the lung).',\n", + " 'frequency': 465},\n", + " {'@id': 'myocarditis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inflammation of the muscle tissue of the heart.',\n", + " 'frequency': 540},\n", + " {'@id': 'intravascular',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The administration of an agent within a vessel or vessels.',\n", + " 'frequency': 350},\n", + " {'@id': 'microcirculatory bed',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A collection of the smallest blood vessels of the vascular system, which are involved in the exchange of gases, water, nutrients, and waste products, and which includes blood vessels from the first-order arteriole to the first-order venule.',\n", + " 'frequency': 846},\n", + " {'@id': 'coronary',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Surrounding like a crown (especially of the blood vessels surrounding the heart).',\n", + " 'frequency': 533},\n", + " {'@id': 'troponin measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the amount of total troponin present in a sample.',\n", + " 'frequency': 598},\n", + " {'@id': 'elongin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A protein complex that is involved in the elongation of RNA transcripts.',\n", + " 'frequency': 418},\n", + " {'@id': 'cardiac disease screening',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An evaluation to determine whether an individual has any current condition that affects the heart.',\n", + " 'frequency': 329},\n", + " {'@id': 'ischemic heart disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder of cardiac function caused by insufficient blood flow to the muscle tissue of the heart. The decreased blood flow may be due to narrowing of the coronary arteries, to obstruction by a thrombus, or less commonly, to diffuse narrowing of arterioles and other small vessels within the heart. Severe interruption of the blood supply to the myocardial tissue may result in necrosis of cardiac muscle (myocardial infarction).',\n", + " 'frequency': 279},\n", + " {'@id': 'compound',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A substance formed by chemical union of two or more elements or ingredients in definite proportion by weight.',\n", + " 'frequency': 2327},\n", + " {'@id': 'stone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Accumulated material from the secretions of an organ. It is solid and representative examples include gallbladder stones, kidney stones, and salivary gland stones.',\n", + " 'frequency': 246},\n", + " {'@id': 'human immunodeficiency virus 1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Any viral organism that can be assigned to the species Human Immunodeficiency virus 1.',\n", + " 'frequency': 387},\n", + " {'@id': 'igg',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An immunoglobulin isotype (subclass) that characterizes secondary immune responses. This isotype is further broken down into several smaller subclasses (IgG1, IgG2a, IgG2b, IgG3 in the mouse; IgG1-4 in the human), and each subclass is differentially synthesized and secreted into the serum upon differential immune stimuli.',\n", + " 'frequency': 1290},\n", + " {'@id': 'iga',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'IgA is the immunoglobulin subclass that is associated with antibody-mediated mucosal immunity. It is secreted as dimers into the mucosa and is the most effective isotype at fixing complement by the alternative pathway, even though it lacks the ability to fix complement by the classical pathway. There are two subtypes in the human - IgA1 and IgA2.',\n", + " 'frequency': 469},\n", + " {'@id': 'nephropathy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A term referring to any disease affecting the kidneys.',\n", + " 'frequency': 267},\n", + " {'@id': 'infectious disease pathway',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A sequence of biological or biochemical events that are the result of contracting an infection.',\n", + " 'frequency': 960},\n", + " {'@id': 'rupture',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Forcible tearing or disruption of tissue.',\n", + " 'frequency': 262},\n", + " {'@id': 'nervous system',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The entire nerve apparatus, composed of a central part, the brain and spinal cord, and a peripheral part, the cranial and spinal nerves, autonomic ganglia, and plexuses.',\n", + " 'frequency': 356},\n", + " {'@id': 'have chronic infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A question about whether an individual has a chronic infection.',\n", + " 'frequency': 352},\n", + " {'@id': 'tetracycline',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A broad-spectrum naphthacene antibiotic produced semisynthetically from chlortetracycline, an antibiotic isolated from the bacterium Streptomyces aureofaciens. In bacteria, tetracycline binds to the 30S ribosomal subunit, interferes with the binding of aminoacyl-tRNA to the mRNA-ribosome complex, thereby inhibiting protein synthesis.',\n", + " 'frequency': 566},\n", + " {'@id': 'ischemic cerebrovascular accident',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An acute episode of focal cerebral, spinal, or retinal dysfunction caused by infarction of brain tissue.',\n", + " 'frequency': 721},\n", + " {'@id': 'catecholamine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A group of sympathetic amines containing a catechol group derived from the amino acid tyrosine. Catecholamines are hormones and neuromodulators synthesized in the chromaffin cells of the adrenal glands and the postganglionic fibers of the sympathetic nervous system in response to stress. Examples of catecholamines are epinephrine (adrenaline), norepinephrine (noradrenaline) and dopamine, all of which participate in a wide variety of functions throughout the body.',\n", + " 'frequency': 351},\n", + " {'@id': 'protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A group of complex organic macromolecules composed of one or more chains (linear polymers) of alpha-L-amino acids linked by peptide bonds and ranging in size from a few thousand to over 1 million Daltons. Proteins are fundamental genetically encoded components of living cells with specific structures and functions dictated by amino acid sequence.',\n", + " 'frequency': 927},\n", + " {'@id': 'b-lymphocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Immunologically important lymphocyte that is not thymus-dependent, is either short-lived and naive or long-lived and of memory phenotype, and resembles the bursa-derived lymphocyte of birds in that it is responsible for the production of immunoglobulins.',\n", + " 'frequency': 943},\n", + " {'@id': 'endotracheal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Within the trachea.',\n", + " 'frequency': 331},\n", + " {'@id': 'glycoprotein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A conjugated protein having a carbohydrate component.',\n", + " 'frequency': 243},\n", + " {'@id': 'dendritic cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Immunocompetent cells of the lymphoid and hemopoietic systems and skin. They function morphologically and phenotypically by presenting or processing antigens, thereby stimulating cellular immunity. They represent the most potent antigen-presenting cells and, therefore, play a critical role in the primary T cell immune response.',\n", + " 'frequency': 1097},\n", + " {'@id': 'dopamine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A monoamine compound with positive inotropic activity. Dopamine is a naturally occurring catecholamine formed by decarboxylation of dehydroxyphenylalanine and a precursor of norepinephrine and epinephrine. Dopamine binds to alpha-1 and beta-1 adrenergic receptors. Mediated through myocardial beta-1 adrenergic receptors, dopamine increase heart rate and force, thereby increasing cardiac output. Alpha-1 adrenergic receptor stimulation on vascular smooth muscle, leads to vasoconstriction and results in an increase in systemic vascular resistance. Stimulation of dopaminergic receptors in renal vasculature, leads to renal blood vessel dilation, and an increase in glomerular filtration rate, renal blood flow, sodium excretion, and urine output.',\n", + " 'frequency': 314},\n", + " {'@id': 'nitrogen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An element with atomic symbol N, atomic number 7, and atomic weight 14.01.',\n", + " 'frequency': 349},\n", + " {'@id': 'urea',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A nitrogenous compound containing a carbonyl group attached to two amine groups with osmotic diuretic activity. In vivo, urea is formed in the liver via the urea cycle from ammonia and is the final end product of protein metabolism. Administration of urea elevates blood plasma osmolality, resulting in enhanced flow of water from tissues, including the brain, cerebrospinal fluid and eye, into interstitial fluid and plasma, thereby decreasing pressure in those tissues and increasing urine outflow.',\n", + " 'frequency': 510},\n", + " {'@id': 'glutamine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A nonessential amino acid. Glutamine can donate the ammonia on its side chain to the formation of urea (for eventual excretion by the kidneys) and to purines (necessary for the synthesis of nucleic acids). Glutamic acid-to-glutamine conversion, in which an ammonia group is added to glutamic acid (catalyzed by glutamine synthase), is of central importance in the regulation of toxic levels of ammonia in the body. This agent is a substrate for the production of both excitatory and inhibitory neurotransmitters (glutamate and GABA) and is also an important source of energy for the nervous system. Glutamine may become a conditionally essential amino acid during certain catabolic states.',\n", + " 'frequency': 251},\n", + " {'@id': 'c-reactive protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'C-reactive protein (224 aa, ~25 kDa) is encoded by the human CRP gene. This protein is cleaved during biological activation and is associated with host defense mechanisms and inflammatory responses.',\n", + " 'frequency': 3360},\n", + " {'@id': 'chemotherapeutic perfusion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The process of flooding fluid through the artery to saturate the surrounding tissue. In regional perfusion, a specific area of the body (usually an arm or a leg) is targeted and high doses of anticancer drugs are flooded through the artery to reach the surrounding tissue and kill as many cancer cells as possible. Such a procedure is performed in cases where the cancer is not thought to have spread past a localized area.',\n", + " 'frequency': 413},\n", + " {'@id': 'burn',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A traumatic injury involving interruption of tissue cohesiveness that results from exposure to caustic chemicals, extreme heat, extreme cold or excessive radiation.',\n", + " 'frequency': 434},\n", + " {'@id': 'creatine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An endogenous amino acid derivative produced by vertebrate animals and occurring primarily in muscle cells. Creatine is important for energy storage; it is phosphorylated to creatine phosphate, which serves as a phosphate donor in the conversion of ADP to ATP and supplies energy necessary for muscle contraction. Dietary supplementation with creatine may improve muscle wasting associated with cancer and other chronic diseases.',\n", + " 'frequency': 381},\n", + " {'@id': 'malnutrition',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inadequate nutrition resulting from poor diet, malabsorption, or abnormal nutrient distribution.',\n", + " 'frequency': 370},\n", + " {'@id': 'autoantibody',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An antibody acting against tissues of the organism that produces it.',\n", + " 'frequency': 326},\n", + " {'@id': 'chemical',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A substance with a defined atomic or molecular structure that results from, or takes part in, reactions involving changes in its structure, composition, or properties.',\n", + " 'frequency': 872},\n", + " {'@id': 'vimentin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Vimentin (466 aa, ~54 kDa) is encoded by the human VIM gene. This protein plays a role in the localization of organelles and other cellular components.',\n", + " 'frequency': 266},\n", + " {'@id': 'interleukin-6',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin-6 (212 aa, ~24 kDa) is encoded by the human IL6 gene. This protein is involved in signaling affecting a wide variety of cell types including monocytes, lymphocytes, hepatocytes and nerve cells.',\n", + " 'frequency': 4255},\n", + " {'@id': 'chronic disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disease condition that persists over a significant span of time.',\n", + " 'frequency': 971},\n", + " {'@id': 'uterus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A hollow, thick-walled, muscular organ located within the pelvic cavity of a woman. Within the uterus the fertilized egg implants and the fetus develops during pregnancy.',\n", + " 'frequency': 1147},\n", + " {'@id': 'preventive intervention',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Therapeutic, nutritional, environmental, social and/or behavioral interventions at the societal, community, organizational or individual levels to reduce, modify or stop the course of a disease.',\n", + " 'frequency': 1288},\n", + " {'@id': 'salmonella',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A genus of motile, rod-shaped Gram-negative enterobacteria in the phylum Proteobacteria.',\n", + " 'frequency': 391},\n", + " {'@id': 'prostaglandin g/h synthase 2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Prostaglandin G/H synthase 2 (604 aa, ~69 kDa) is encoded by the human PTGS2 gene. This protein plays a role in prostaglandin metabolism.',\n", + " 'frequency': 470},\n", + " {'@id': 'insulin resistance',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Decreased sensitivity to circulating insulin which may result in acanthosis nigicrans, elevated insulin level or hyperglycemia.',\n", + " 'frequency': 1462},\n", + " {'@id': 'aspergillus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A genus of highly aerobic fungi in the phylum Ascomycota that grow as molds on the surface of a substrate.',\n", + " 'frequency': 468},\n", + " {'@id': 'candidiasis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Infection with the organism Candida.',\n", + " 'frequency': 251},\n", + " {'@id': 'prothrombin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Prothrombin (622 aa, ~70 kDa) is encoded by the human F2 gene. This protein plays a role in both coagulation and proteolysis of fibrinogen.',\n", + " 'frequency': 489},\n", + " {'@id': 'tissue factor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Tissue factor (295 aa, ~33 kDa) is encoded by the human F3 gene. This protein is involved in both binding to coagulation factor VII and the initiation of blood coagulation.',\n", + " 'frequency': 509},\n", + " {'@id': 'rodentia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The taxonomic order of mammals that includes mice, rats, guinea pigs, squirrels, beavers, and many others.',\n", + " 'frequency': 665},\n", + " {'@id': 'mycophenolate',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': \"The morpholinoethyl ester of mycophenolic acid (MPA). As an immunosuppressive agent in vivo, the active metabolite mycophenolate reversibly inhibits inosine 5'-monophosphate dehydrogenase (IMPDH), an enzyme involved in the de novo synthesis of guanine nucleotides, thereby retarding T-cell and B-cell proliferation. MPA displays high lymphocyte specificity and cytotoxicity because lymphocyte metabolism is highly dependent on both salvage and de novo synthesis of guanine nucleotides. (NCI04)\",\n", + " 'frequency': 234},\n", + " {'@id': 'dofetilide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A sulfonamide class III antiarrhythmic agent and potassium channel blocker. Dofetilide selectively blocks cardiac ion channels of the rapid component of the delayed rectifier potassium current Ikr. This antiarrhythmic agent prolongs cardiac action potential duration and effective refractory period due to delayed repolarization without affecting conduction velocity. This results in a normal sinus rhythm. Dofetilide is used in the treatment of atrial fibrillation and flutter.',\n", + " 'frequency': 257},\n", + " {'@id': 'graft',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Tissue or organ transplanted from a donor to a recipient.',\n", + " 'frequency': 532},\n", + " {'@id': 'blood-brain barrier',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The mechanism for restricting the passage of charged ions and large molecules from the blood into the brain and central nervous system (CNS) by employing a unique capillary bed with tight junctions between the endothelial cells.',\n", + " 'frequency': 270},\n", + " {'@id': 'malignant',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Refers to abnormal cell activity manifested by decreased control over growth and function, causing tumor growth or spread into surrounding tissue and adverse effects to the host.',\n", + " 'frequency': 283},\n", + " {'@id': 'myometrium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The smooth muscle lining the uterus.',\n", + " 'frequency': 323},\n", + " {'@id': 'fluoroquinolone antibiotic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Any quinolone antibiotic with a fluorine (F) atom attached to the quinolone structure, with broad-spectrum antibacterial activity. Fluoroquinolones diffuse through the bacterial cell wall and act by inhibiting bacterial topoisomerase II, DNA gyrase and/or bacterial topoisomerase IV, which are enzymes involved in bacterial DNA replication. This prevents DNA replication and leads to a blockage of bacterial cell proliferation.',\n", + " 'frequency': 613},\n", + " {'@id': 'high density lipoprotein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The smallest and densest lipoproteins, containing a high proportion of protein. They are synthesized in the liver as empty proteins and they pick up cholesterol and increase in size as they circulate through the bloodstream. Because HDL can remove cholesterol from the arteries, and transport it back to the liver for excretion, they are seen as \"good\" lipoproteins.',\n", + " 'frequency': 433},\n", + " {'@id': 'imipenem',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A broad-spectrum, semi-synthetic beta-lactam carbapenem derived from thienamycin, produced by Streptomyces cattleya. Imipenem binds to and inactivates penicillin-binding proteins (PBPs) located on the inner membrane of the bacterial cell wall. PBPs are enzymes that are involved in the last stages of assembling the bacterial cell wall and in reshaping the cell wall during growth and division. This inactivation results in the weakening of the bacterial cell wall and eventually causes cell lysis. Imipenem has the greatest affinity for PBP 1A, 1B, and 2, and its lethal effect is related to binding to PBP 2 and 1B. This antibiotic is active against a wide range of gram-positive and gram-negative organisms and is stable in the presence of beta-lactamases. (NCI05)',\n", + " 'frequency': 652},\n", + " {'@id': 'intracranial hemorrhage',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Bleeding within the cranium.',\n", + " 'frequency': 253},\n", + " {'@id': 'caspase-5',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Caspase-5 (434 aa, ~50 kDa) is encoded by the human CASP5 gene. This protein is involved in both apoptosis and proteolysis.',\n", + " 'frequency': 817},\n", + " {'@id': 'cerebral hemorrhage',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Bleeding within the cerebrum.',\n", + " 'frequency': 380},\n", + " {'@id': 'brother',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A male sibling.',\n", + " 'frequency': 433},\n", + " {'@id': 'chronic kidney disease, stage 5',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Long-standing and persistent renal disease with glomerular filtration rate (GFR) less than 15 ml/min.',\n", + " 'frequency': 367},\n", + " {'@id': 'respiratory failure, ctcae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder characterized by impaired gas exchange by the respiratory system resulting in hypoxia and a decrease in oxygenation of the tissues that may be associated with an increase in arterial levels of carbon dioxide.',\n", + " 'frequency': 266},\n", + " {'@id': 'tumor necrosis factor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Tumor necrosis factor (233 aa, ~26 kDa) is encoded by the human TNF gene. This protein is involved in the induction of cytokine expression, the stimulation of cell proliferation and the positive regulation of cell differentiation.',\n", + " 'frequency': 2610},\n", + " {'@id': 'supine position',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A posterior recumbent body position whereby the person lies on its back and faces upward.',\n", + " 'frequency': 255},\n", + " {'@id': 'plant',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Any living organism that typically synthesizes its food from inorganic substances, possesses cellulose cell walls, responds slowly and often permanently to a stimulus, lacks specialized sense organs and nervous system, and has no powers of locomotion. (EPA Terminology Reference System)',\n", + " 'frequency': 767},\n", + " {'@id': 'ventricular dysfunction',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Impairment of the ventricle to either fill or eject adequately.',\n", + " 'frequency': 256},\n", + " {'@id': 'venous thromboembolism',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Occlusion of the lumen of a vein by a thrombus that has migrated from a distal site via the blood stream.',\n", + " 'frequency': 385},\n", + " {'@id': 'cytomegaloviral infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A herpesvirus infection caused by Cytomegalovirus. Healthy individuals generally do not produce symptoms. However, the infection may be life-threatening in affected immunocompromised patients. The virus may cause retinitis, esophagitis, gastritis, and colitis. Morphologically, it is characterized by the presence of intranuclear inclusion bodies.',\n", + " 'frequency': 271},\n", + " {'@id': 'bronchiectasis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Segmental, irreversible dilation of the bronchial tree resulting in the accumulation of secretions which leads to obstruction. The most common cause is bacterial infection.',\n", + " 'frequency': 351},\n", + " {'@id': \"alzheimer's disease\",\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A progressive, neurodegenerative disease characterized by loss of function and death of nerve cells in several areas of the brain leading to loss of cognitive function such as memory and language.',\n", + " 'frequency': 580},\n", + " {'@id': 'endocrine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Collective designation for those tissues capable of secreting hormones.',\n", + " 'frequency': 645},\n", + " {'@id': 'ulinastatin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A multivalent Kunitz-type serine protease inhibitor derived from human urine, with potential protective, anti-fibrinolytic and anticoagulant activities. Upon administration, ulinastatin (or urinary trypsinogen inhibitor) inhibits the activities of a variety of enzymes, including trypsin, chymotrypsin, thrombin, kallikrein, plasmin, elastase, cathepsin, lipase, hyaluronidase, factors IXa, Xa, XIa, and XlIa, and polymorphonuclear leukocyte elastase. In addition, ulinastatin inhibits the excessive release of proinflammatory mediators, such as tumor necrosis factor-alpha, interleukin-6 and -8, and chemokines. Altogether, this agent may improve the microcirculation, perfusion and function of tissues and may protect organ injury.',\n", + " 'frequency': 598},\n", + " {'@id': 'herpesvirus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A heterogeneous family of morphologically similar viruses, all of which contain double-stranded DNA and which infect man and a wide variety of other vertebrates. Infections produce type A inclusion bodies; in many instances, infection may remain latent for many years, even in the presence of specific circulating antibodies. Virions are enveloped, ether-sensitive, and vary up to 200 nm in diameter; the nucleocapsids are 100 nm in diameter and of icosahedral symmetry, with 162 capsomeres. The family includes herpes simplex virus, cytomegalovirus, EB virus (all of which infect humans) and many others.',\n", + " 'frequency': 242},\n", + " {'@id': 'hmg-coa reductase inhibitor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Any substance that inhibits HMG-CoA reductase, a key enzyme in cholesterol synthesis. Inhibition of HMG-CoA reductase acts to lower plasma cholesterol and lipoprotein levels.',\n", + " 'frequency': 560},\n", + " {'@id': 'hepatobiliary disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A non-neoplastic or neoplastic disorder that affects the liver, bile ducts, and gallbladder. Representative examples of non-neoplastic disorders include hepatitis, cirrhosis, cholangitis, and cholecystitis. Representative examples of neoplastic disorders include hepatocellular adenoma, hepatocellular carcinoma, and cholangiocarcinoma.',\n", + " 'frequency': 561},\n", + " {'@id': 'liver and intrahepatic bile duct disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A non-neoplastic or neoplastic disorder that affects the liver parenchyma and intrahepatic bile ducts. Representative examples of non-neoplastic disorders include hepatitis, cirrhosis, cholangitis, and polycystic liver disease. Representative examples of neoplastic disorders include hepatocellular adenoma, hepatocellular carcinoma, intrahepatic cholangiocarcinoma, lymphoma, and angiosarcoma.',\n", + " 'frequency': 303},\n", + " {'@id': 'viral load',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The number of viral particles (usually HIV) in a sample of blood plasma.',\n", + " 'frequency': 447},\n", + " {'@id': 'pneumococcal pneumonia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Pneumonia that is attributed to the bacteria Streptococcus pneumonia.',\n", + " 'frequency': 255},\n", + " {'@id': 'acute coronary syndrome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Signs and symptoms related to acute ischemia of the myocardium secondary to coronary artery disease. The clinical presentation covers a spectrum of heart diseases from unstable angina to myocardial infarction.',\n", + " 'frequency': 532},\n", + " {'@id': 'anticoagulant agent',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Any agent capable of preventing blood clot formation.',\n", + " 'frequency': 265},\n", + " {'@id': 'primary neoplasm',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A tumor at the original site of origin.',\n", + " 'frequency': 279},\n", + " {'@id': 'ovary',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': \"One of the paired female reproductive glands containing the ova or germ cells; the ovary's stroma is a vascular connective tissue containing numbers of ovarian follicles enclosing the ova.\",\n", + " 'frequency': 276},\n", + " {'@id': 'low density lipoprotein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A lipoprotein that carries cholesterol around the body, for use by various cells. LDL transports cholesterol to the arteries and increased levels are associated with atherosclerosis, and thus myocardial infarctions and strokes. This is why cholesterol inside LDL lipoproteins is called bad cholesterol.',\n", + " 'frequency': 604},\n", + " {'@id': 'saliva',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The watery fluid in the mouth made by the salivary glands. Saliva moistens food to help digestion and it helps protect the mouth against infections.',\n", + " 'frequency': 310},\n", + " {'@id': 'throat',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The narrow passage from the mouth to the cavity at the back of the mouth.',\n", + " 'frequency': 240},\n", + " {'@id': 'jc virus infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An infection that is caused by JC virus.',\n", + " 'frequency': 402},\n", + " {'@id': 'adipose tissue',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A specialized form of connective tissue consisting primarily of adipocytes (fat cells), surrounded by a meshwork of collagen fibers.',\n", + " 'frequency': 1199},\n", + " {'@id': 'amino acid sequence',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The sequence of amino acids along a polypeptide chain.',\n", + " 'frequency': 246},\n", + " {'@id': 'erythromycin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A broad-spectrum, macrolide antibiotic with antibacterial activity. Erythromycin diffuses through the bacterial cell membrane and reversibly binds to the 50S subunit of the bacterial ribosome. This prevents bacterial protein synthesis. Erythromycin may be bacteriostatic or bactericidal in action, depending on the concentration of the drug at the site of infection and the susceptibility of the organism involved.',\n", + " 'frequency': 732},\n", + " {'@id': 'zinc',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An element with atomic symbol Zn, atomic number 30, and atomic weight 65.39.',\n", + " 'frequency': 525},\n", + " {'@id': 'c1q deficiency',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Lack of production of functional C1q proteins, due to a genetic defect. Virtually 100% of patients with a C1q deficiency will develop a severe systemic lupus erythematosus at an early age. Patients also present with frequent sinopulmonary infections often with Streptococcus pneumoniae.',\n", + " 'frequency': 287},\n", + " {'@id': 'd vitamin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A family of lipo-soluble steroids important to the absorption, metabolism, and function of calcium and phosphorus and the growth and development of bone and tooth enamel. Found naturally in animal tissues, cholecalciferol (vitamin D3) is formed in the skin when ultraviolet light activates cholesterol conversion into vitamin D3. Ultraviolet irradiation of ergosterol (plant vitamin D) forms ergocalciferol (vitamin D2). (NCI04)',\n", + " 'frequency': 385},\n", + " {'@id': 'hepatocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A parenchymal liver cell.',\n", + " 'frequency': 582},\n", + " {'@id': 'bile',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Fluid composed of waste products, bile acids, salts, cholesterol, and electrolytes. It is secreted by the liver parenchyma and stored in the gallbladder.',\n", + " 'frequency': 286},\n", + " {'@id': \"parkinson's disease\",\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A progressive degenerative disorder of the central nervous system characterized by loss of dopamine producing neurons in the substantia nigra and the presence of Lewy bodies in the substantia nigra and locus coeruleus. Signs and symptoms include tremor which is most pronounced during rest, muscle rigidity, slowing of the voluntary movements, a tendency to fall back, and a mask-like facial expression.',\n", + " 'frequency': 348},\n", + " {'@id': 'mast cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Mast cells are hematopoietic tissue cells that contain coarse, basophilic, metachromatic granules. They are believed to contain heparin and histamine and derive from hematopoietic progenitor cells.',\n", + " 'frequency': 295},\n", + " {'@id': 'anaphylaxis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An acute hypersensitive immune response that occurs from exposure to an allergen. It results from the release of histamine and histamine-like substances from mast cells, and can present with breathing difficulty due to narrowed airways, dizziness and hypotension, skin rash, weak pulse, nausea and vomiting.',\n", + " 'frequency': 264},\n", + " {'@id': 'respiration',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Distinct from cell or tissue respiration, Respiration is the act of breathing with the lungs and consists of inspiration, or taking ambient air into the lungs, and expiration, or expelling modified air that contains more carbon dioxide than the air taken in. (NCI)',\n", + " 'frequency': 265},\n", + " {'@id': 'infertility',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inability to conceive for at least one year after trying and having unprotected sex. Causes of female infertility include endometriosis, fallopian tubes obstruction, and polycystic ovary syndrome. Causes of male infertility include abnormal sperm production or function, blockage of the epididymis, blockage of the ejaculatory ducts, hypospadias, exposure to pesticides, and health related issues.',\n", + " 'frequency': 340},\n", + " {'@id': 'pulmonary vascular resistance',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The resistance to blood flow offered by the pulmonary vasculature, which is normally one sixth of SVR. The major determinant of PVR is pulmonary vessel constriction, most often caused by hypoxia and/or hypercardia. Prolonged elevated PVR can cause right heart failure.',\n", + " 'frequency': 254},\n", + " {'@id': 'disability',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': \"Any physical or mental impairment that interferes with an individual's ability to perform desired activities.\",\n", + " 'frequency': 481},\n", + " {'@id': 'immune response process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Any immune system response of an organisms to an internal or invasive threat.',\n", + " 'frequency': 2085},\n", + " {'@id': 'tumor-associated vasculature',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'New blood vessels formed by solid tumors.',\n", + " 'frequency': 394},\n", + " {'@id': 'ebv infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An infection that is caused by Epstein-Barr virus.',\n", + " 'frequency': 247},\n", + " {'@id': 'cat',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'The domesticated feline mammal, Felis catus, which is kept as a house pet.',\n", + " 'frequency': 3261},\n", + " {'@id': 'fibrinogen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A fibrillar protein present in blood plasma; it converts to fibrin during the process of blood clot formation.',\n", + " 'frequency': 790},\n", + " {'@id': 'endothelial cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'The main type of cell forming the lining of blood and lymph vessels and the inner layer of the endocardium.',\n", + " 'frequency': 1551},\n", + " {'@id': 'phosphorylation process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The creation of a phosphate derivative of an organic molecule. This is usually achieved by transferring a phosphate group from ATP via the action of a kinase.',\n", + " 'frequency': 1532},\n", + " {'@id': 'tube device',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Any device or component shaped like a hollow cylinder.',\n", + " 'frequency': 458},\n", + " {'@id': 'portal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or pertaining to a porta, especially the porta of the liver; as, the portal vein, which enters the liver at the porta, and divides into capillaries after the manner of an artery. Portal is applied to other veins which break up into capillaries; as, the renal portal veins in the frog.',\n", + " 'frequency': 438},\n", + " {'@id': 'cd3 complex',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Consisting of cell surface type I membrane Delta, Epsilon, Gamma, Zeta, and Eta protein subunits with ITAM domains and noncovalently associated with the disulfide bound heterodimeric alpha/beta and gamma/delta TCR, the CD3 complex couples receptor antigen recognition to signal transduction pathways during T-cell activation. During TCR engagement with MHC-associated antigen on host cell surfaces and synapse formation, CD3 activity leads to Tyr-phosphorylated CD3 subunits, Tyr phosphorylation of LAT colocalized in lipid rafts, and MAPK activation. CD3 signal transduction appears to involve LCK, ZAP70, Nck, SLA, SLA2, and DOCK2. CD3 subunits may also associate with the cytoskeleton. CD3 also mediates TCR signal transduction during the developmental transition through positive selection of immature thymocytes to mature CD4+ or CD8+ T cells. (NCI)',\n", + " 'frequency': 333},\n", + " {'@id': 'lower respiratory tract infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An acute or chronic, viral or bacterial infectious process that affects the lower respiratory tract.',\n", + " 'frequency': 482},\n", + " {'@id': 'mucus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The thick fluid secreted by the mucus glands in the aerodigestive tract and the vagina.',\n", + " 'frequency': 580},\n", + " {'@id': 'blood clot',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An aggregation of blood factors, primarily platelets and fibrin with entrapment of cellular elements, frequently causing vascular obstruction at the point of its formation.',\n", + " 'frequency': 523},\n", + " {'@id': 'colorectal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Relating to the colon and rectum, or to the entire large bowel.',\n", + " 'frequency': 451},\n", + " {'@id': 'complex',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A molecular entity formed by loose association involving two or more component molecular entities. The bonding between the components is normally weaker than in a covalent bond.',\n", + " 'frequency': 467},\n", + " {'@id': 'antifungal agent',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Substances that treat systemic or topical infections caused by fungi. Antifungal agents kill or inhibit the growth of fungi, by various mechanisms. These mechanisms include inhibition of fungal mitosis, impairing synthesis or binding to ergosterol, inhibition of RNA or DNA synthesis, and interfering with other fungal metabolic processes.',\n", + " 'frequency': 326},\n", + " {'@id': 'autoimmune status',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': \"Autoimmune Status; the state of a person's health in regard to autoimmune disease or antibody presence.\",\n", + " 'frequency': 410},\n", + " {'@id': 'skeletal muscle tissue',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Striated muscles that are under voluntary control of the organism. They are connected at either or both ends to a bone and are utilized for locomotion and other movements.',\n", + " 'frequency': 626},\n", + " {'@id': 'femur',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The upper leg bone positioned between the pelvis and the knee.',\n", + " 'frequency': 257},\n", + " {'@id': 'extracellular matrix',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'The extracellular matrix is a network of fibers that hold cells together. It is found within the extracellular space and in association with the basement membrane of the cell surface. It promotes cellular proliferation and provides a supporting structure to which cells or cell lysates in culture dishes adhere. It is broken down during normal physiological and disease processes such as bone remodeling, embryogenesis, cancer, and arthritis.',\n", + " 'frequency': 687},\n", + " {'@id': 'hepatocellular',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Pertaining to or affecting liver cells.',\n", + " 'frequency': 336},\n", + " {'@id': 'damage',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Physical harm reducing the value, operation, or usefulness of something.',\n", + " 'frequency': 470},\n", + " {'@id': 'myeloperoxidase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Myeloperoxidase (745 aa, ~84 kDa) is encoded by the human MPO gene. This protein is involved in the regulation of the innate host defense through the production of hypohalous acids.',\n", + " 'frequency': 245},\n", + " {'@id': 'leridistim',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A recombinant chimeric dual G-CSF and IL-3 receptor agonist. Leridistim binds with high affinity to both the interleukin-3 (IL-3) and granulocyte colony-stimulating factor (G-CSF) receptors, thereby stimulating the production and maturation of neutrophils, platelets, and lymphocytes after chemotherapy. (NCI04)',\n", + " 'frequency': 260},\n", + " {'@id': 'progesterone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Produced in the corpus luteum and by the placenta, as an antagonist of estrogens. Promotes proliferation of uterine mucosa and the implantation of the blastocyst, prevents further follicular development.',\n", + " 'frequency': 517},\n", + " {'@id': 'allergic rhinitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inflammation of the nasal mucous membranes caused by an IgE-mediated response to external allergens. The inflammation may also involve the mucous membranes of the sinuses, eyes, middle ear, and pharynx. Symptoms include sneezing, nasal congestion, rhinorrhea, and itching. It may lead to fatigue, drowsiness, and malaise thus causing impairment of the quality of life.',\n", + " 'frequency': 397},\n", + " {'@id': 'adenosine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A ribonucleoside comprised of adenine bound to ribose, with vasodilatory, antiarrhythmic and analgesic activities. Phosphorylated forms of adenosine play roles in cellular energy transfer, signal transduction and the synthesis of RNA.',\n", + " 'frequency': 352},\n", + " {'@id': 'electron',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A fundamental particle with a negative charge.',\n", + " 'frequency': 423},\n", + " {'@id': 'cardiovascular complication',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any heart or vascular disorder occurring as a consequence of injury to the cardiovascular system.',\n", + " 'frequency': 355},\n", + " {'@id': 'caddo language',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A Native American language which is the traditional language of the Caddo Nation in Oklahoma.',\n", + " 'frequency': 418},\n", + " {'@id': 'drug resistance process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Mechanisms, functions, activities, or processes exhibited by tumors or pathogens to withstand previously toxic drugs.',\n", + " 'frequency': 262},\n", + " {'@id': 'partial thromboplastin time',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'This is a measurement of the intrinsic pathway of coagulation. Significant deficiency in factors II, V, VIII, IX, X, XI, XII or anticoagulants will prolong PTT. (BioTech Life Science Dictionary)',\n", + " 'frequency': 262},\n", + " {'@id': 'angiotensin converting enzyme measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the amount of angiotensin converting enzyme present in a sample.',\n", + " 'frequency': 466},\n", + " {'@id': 'angiotensin ii receptor antagonist',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A class of agents that act by selectively inhibiting angiotensin II receptor activation in the renin-angiotensin-aldosterone system. Angiotensin II receptor antagonists bind to and block the activation of angiotensin II type 1 (AT1) receptors, thereby reducing production and secretion of aldosterone, amongst other actions. The combined effects result in reduction of blood pressure. Although this class of agents is also used in diabetic nephropathy (kidney damage due to diabetes) and congestive heart failure, it is primarily used for the treatment of hypertension in cases where the patient is intolerant of ACE inhibitor therapy.',\n", + " 'frequency': 910},\n", + " {'@id': 'ace inhibitor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Any substance that inhibits angiotensin-converting enzyme (ACE), an enzyme that catalyzes the conversion of angiotensin I to angiotensin II. Inhibition of ACE results in a reduction in angiotensin II and angiotensin II-induced aldosterone secretion, causing vasodilation and natriuresis.',\n", + " 'frequency': 382},\n", + " {'@id': 'systolic blood pressure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The maximum pressure exerted into the systemic arterial circulation during the contraction of the left ventricle of the heart.',\n", + " 'frequency': 257},\n", + " {'@id': 'exogenous factors',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Environmental factors considered as variables in disease incident, transmission, and control.',\n", + " 'frequency': 310},\n", + " {'@id': 'brain injury',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Trauma to the brain.',\n", + " 'frequency': 428},\n", + " {'@id': 'prognostic factor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The general personal and health characteristics that have a bearing on the course of a disease and its eventual outcome.',\n", + " 'frequency': 628},\n", + " {'@id': 'systole',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The contraction of the chambers of the heart (especially the ventricles) to drive blood into the aorta and pulmonary artery.',\n", + " 'frequency': 271},\n", + " {'@id': 'urinary tract infection, ctcae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A disorder characterized by an infectious process involving the urinary tract, most commonly the bladder and the urethra.',\n", + " 'frequency': 407},\n", + " {'@id': 'patient',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A person who receives medical attention, care, or treatment, or who is registered with medical professional or institution with the purpose to receive medical care when necessary.',\n", + " 'frequency': 245},\n", + " {'@id': 'upper respiratory tract infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An infectious process affecting the upper respiratory tract (nose, paranasal sinuses, pharynx, larynx, or trachea). Symptoms include congestion, sneezing, coughing, fever, and sore throat.',\n", + " 'frequency': 429},\n", + " {'@id': 'fimaporfin a',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': \"The A isomer of fimaporfin, a synthetic light-activated compound, with potential photosensitizing activity. Upon administration, fimaporfin A incorporates into the cell's endosome and lysosome membranes. Subsequently, cytotoxic agents are administered and accumulate in endosomal and lysosomal compartments; upon local activation by light, fimaporfin A produces reactive oxygen species (ROS), such as singlet oxygen, damaging endo/lysosomal membranes and accumulated cytotoxic agents are released into the tumor cell cytosol. This photochemical internalization (PCI) method can enhance the efficacy and selectivity of cytotoxic agents.\",\n", + " 'frequency': 267},\n", + " {'@id': 'pharmacokinetics',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'The characteristic movements of drugs within biological systems, as affected by absorption, distribution, binding, elimination, biotransformation, and excretion; particularly the rates of such movements.',\n", + " 'frequency': 521},\n", + " {'@id': 'nosocomial infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An infection acquired in a hospital or other healthcare setting.',\n", + " 'frequency': 1147},\n", + " {'@id': 'fish flavor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Similar to the terms LIVER and MEAT flavor, this is a broad category term that encompass the various types of FISH (e.g., salmon and tuna).',\n", + " 'frequency': 300},\n", + " {'@id': 'migration',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Non-random movement of an object(s) from one location to another.',\n", + " 'frequency': 1028},\n", + " {'@id': 'pancreatic carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A carcinoma arising from the exocrine pancreas. The overwhelming majority of pancreatic carcinomas are adenocarcinomas.',\n", + " 'frequency': 344},\n", + " {'@id': 'macrolide antibiotic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An anti-microbial compound comprised of a macrocyclic lactone with a ring of twelve or more members linked to one or more monosaccharides, with bacteriostatic and potential antifungal activities. Macrolide antibiotics generally inhibit protein synthesis by binding to the 50S subunit of the bacterial ribosome.',\n", + " 'frequency': 324},\n", + " {'@id': 'graft versus host disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A reaction, which may be fatal, in an immunocompromised subject (host) who has received an antigenically incompatible tissue transplant (graft) from an immunocompetent donor. The reaction is secondary to the activation of the transplanted cells against those host tissues that express an antigen not expressed by the donor, and is seen most commonly following bone marrow transplantation; acute disease is seen after 5-40 days, and chronic disease occurs weeks to months after transplantation.',\n", + " 'frequency': 545},\n", + " {'@id': 'extracellular protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'Proteins secreted out of the cell to perform a function in the extracellular medium.',\n", + " 'frequency': 764},\n", + " {'@id': 'cd8-positive t-lymphocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A subset of T-lymphocytes that express the CD8 surface glycoprotein and bind epitopes that are part of class I histocompatibility molecules. CD8-positive T-lymphocytes include cytotoxic T-lymphocytes and CD8+ suppressor T-lymphocytes.',\n", + " 'frequency': 586},\n", + " {'@id': 'lung non-small cell carcinoma',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A group of at least three distinct histological types of lung cancer, including non-small cell squamous cell carcinoma, adenocarcinoma, and large cell carcinoma. Non-small cell lung carcinomas have a poor response to conventional chemotherapy.',\n", + " 'frequency': 309},\n", + " {'@id': 'amikacin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A broad-spectrum semi-synthetic aminoglycoside antibiotic, derived from kanamycin with antimicrobial property. Amikacin irreversibly binds to the bacterial 30S ribosomal subunit, specifically locking 16S rRNA and S12 protein within the 30S subunit. This leads to interference with translational initiation complex and misreading of mRNA, thereby hampering protein synthesis and resulting in bactericidal effect. This agent is usually used in short-term treatment of serious infections due to susceptible strains of Gram-negative bacteria.',\n", + " 'frequency': 439},\n", + " {'@id': 'cell motility',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Cell Motility consists of active translocation of a whole cell, or cell body, from one site to another; distinct from cell motion that involves movement of cell processes (e.g., axons, microvilli, etc.). (NCI)',\n", + " 'frequency': 239},\n", + " {'@id': 'filgrastim',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A recombinant, non-glycosylated cytokine which is chemically identical to or similar to the endogenous cytokine human granulocyte colony-stimulating factor (G-CSF) isoform B, with immunomodulating activity. Filgrastim binds to and activates G-CSF receptors with the same biological activity and stability as the endogenous cytokine, thereby controlling the production, differentiation, and function of neutrophilic granulocyte progenitors.',\n", + " 'frequency': 284},\n", + " {'@id': 'troponin i, cardiac muscle',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Troponin I, cardiac muscle (210 aa, ~24 kDa) is encoded by the human TNNI3 gene. This protein is involved in muscle filament movement in cardiac cells.',\n", + " 'frequency': 314},\n", + " {'@id': 'decisional conflict scale',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': \"A questionnaire that measures health-care consumers' uncertainty in making a health-related decisions, the modifiable factors contributing to the uncertainty, and health-care consumers' perceived effective decision making.\",\n", + " 'frequency': 320},\n", + " {'@id': 'multidrug resistance process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Simultaneous resistance to a spectrum of unrelated drugs following exposure to a single agent. Mechanisms involve expression of multidrug efflux pumps (p-glycoprotein), altered glutathione metabolism, decreased topoisomerase II activity, and changes in various cellular proteins.',\n", + " 'frequency': 542},\n", + " {'@id': 'interleukin-19',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin-19 (177 aa, ~20 kDa) is encoded by the human IL19 gene. This protein plays a role in the positive regulation of apoptosis.',\n", + " 'frequency': 1649},\n", + " {'@id': 'caspase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Caspases are a family of intracellular cysteine proteinases involved in inflammation and apoptosis. These enzymes appear to be involved in the initial signaling events, as well as the downstream proteolytic cleavages, that result in apoptotic cell death. They are specific for aspartic acid at the P1 position and are divided into two classes based on the lengths of their N-terminal pro-domains. Caspases-1, -2, -4, -5, -8, and -10 have long pro-domains; caspases-3, -6, -7, and -9 have short pro-domains. (from Science 1998. 281:1312 and Br Med Bull 1997. 53:478)',\n", + " 'frequency': 257},\n", + " {'@id': 'apoptosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A form of programmed cell death that begins when a cell receives internal or external signals, then proceeds through a series of characteristic stages typically including rounding-up of the cell, retraction of pseudopods, reduction of cellular volume (pyknosis), chromatin condensation, nuclear fragmentation (karyorrhexis), and plasma membrane blebbing, and ends with the death of the cell.',\n", + " 'frequency': 2528},\n", + " {'@id': 'caspase-1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Caspase-1 (404 aa, ~45 kDa) is encoded by the human CASP1 gene. This protein is involved in proteolysis and immunity.',\n", + " 'frequency': 466},\n", + " {'@id': 'chromosome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'One of the bodies in the cell nucleus that is the bearer of genes, has the form of a delicate chromatin filament during interphase, contracts to form a compact cylinder segmented into two arms by the centromere during metaphase and anaphase stages of cell division, and is capable of reproducing its physical and chemical structure through successive cell divisions.',\n", + " 'frequency': 400},\n", + " {'@id': 'metal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Electropositive chemical elements characterised by ductility, malleability, luster, and conductance of heat and electricity. They can replace the hydrogen of an acid and form bases with hydroxyl radicals.',\n", + " 'frequency': 283},\n", + " {'@id': 'chronic hepatitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An active inflammatory process affecting the liver for more than six months. Causes include viral infections, autoimmune disorders, drugs, and metabolic disorders.',\n", + " 'frequency': 372},\n", + " {'@id': 'hepatitis b virus surface antigen measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A determination of the presence of hepatitis B virus surface antigen.',\n", + " 'frequency': 316},\n", + " {'@id': 'endothelium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The layer of cells that lines the cavities of the heart and of the blood vessels (Endothelium, Vascular) and lymph vessels (Endothelium, Lymphatic), and the serous cavities of the body, originating from the mesoderm.',\n", + " 'frequency': 779},\n", + " {'@id': 'peripheral blood mononuclear cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A peripheral blood cell with a single nucleus. This category includes lymphocytes and monocytes.',\n", + " 'frequency': 431},\n", + " {'@id': 'mutation abnormality',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Any transmissible change in the genetic material of an organism, which can result from radiation, viral infection, transposition, treatment with mutagenic chemicals and errors during DNA replication or meiosis. The effects of mutation range from single base changes to loss or gain of complete chromosomes. As many of the simpler alterations to DNA may be repaired, such changes are only heritable once the change is fixed in the DNA by the process of replication. Mutations may be associated with genetic diversity or with pathologies including cancer.',\n", + " 'frequency': 441},\n", + " {'@id': 'nucleotide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A subunit of DNA or RNA consisting of a nitrogenous base (adenine, guanine, thymine, or cytosine in DNA; adenine, guanine, uracil, or cytosine in RNA), a phosphate molecule, and a sugar molecule (deoxyribose in DNA and ribose in RNA).',\n", + " 'frequency': 628},\n", + " {'@id': 'cell proliferation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Involves the growth and reproduction of similar cells by cell division, resulting in an increase in cell number.',\n", + " 'frequency': 301},\n", + " {'@id': 'ribonucleic acid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Single-stranded long chain of nucleotides containing ribose. It is the end product of DNA transcription by the enzyme RNA polymerase. It is essential in protein synthesis.',\n", + " 'frequency': 1356},\n", + " {'@id': 'nucleic acids',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Type of substance that may be described as a linear sequence of nucleosides typically linked through phosphate esters.',\n", + " 'frequency': 709},\n", + " {'@id': 'toll-like receptor 1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Toll-like receptor 1 (786 aa, ~90 kDa) is encoded by the human TLR1 gene. This protein plays a role in antimicrobial immune responses.',\n", + " 'frequency': 354},\n", + " {'@id': 'cd4+ cd25+ regulatory t cells',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Regulatory T cells that express CD4 and CD25 (interleukin 2 receptor) antigens, with immunomodulating activity. CD4+CD25+ T regulatory cells (Tregs), a subset of CD4+ T cells expressing high levels of CD25 and the transcription factor Foxp3, are essential in maintaining immunologic homeostasis, preventing autoimmunity by suppressing self-reactive T cells; CD4+CD25+ Tregs may induce tolerance to allogeneic organ transplants such as hematopoetic stem cell transplants (HSCTs).',\n", + " 'frequency': 387},\n", + " {'@id': 'umbilical cord blood',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Blood present in the umbilical vessels at the time of delivery. If cryopreserved at birth, cord blood can serve as a source of hematopoietic progenitor cells for transplantation to a patient later diagnosed and treated for a hematopoietic disorder.',\n", + " 'frequency': 287},\n", + " {'@id': 'reagent',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Any natural or synthetic substance used in a chemical or biological reaction in order to produce, identify, or measure another substance.',\n", + " 'frequency': 406},\n", + " {'@id': 'leptin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Leptin (167 aa, ~16 kDa) is encoded by the human LEP gene. This protein is secreted by adipocytes and plays a role in the regulation of both appetite and body fat stores.',\n", + " 'frequency': 715},\n", + " {'@id': 'messenger rna',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A class of RNA molecule containing protein-coding information in its nucleotide sequence that can be translated into the amino acid sequence of a protein.',\n", + " 'frequency': 2469},\n", + " {'@id': 'recombinant adenovirus-hifn-beta',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A recombinant replication-defective adenovirus which encodes the gene for the cytokine human interferon-beta (IFN-beta). Once inserted into and replicating in host tumor cells, recombinant adenovirus-hIFN-beta expresses human IFN-beta, which may stimulate an antiproliferative natural killer (NK) cell response against tumor cells and induce caspase-mediated tumor cell apoptosis. (NCI04)',\n", + " 'frequency': 247},\n", + " {'@id': 'nitric oxide synthetase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Expressed in various cell types, Nitric Oxide Synthases (NOS Family) are constitutive or inducible calcium/calmodulin stimulated homodimers stabilized by BH4 that bind FAD and FMN cofactors, generally contain a flavodoxin-like domain, and synthesize reactive free radical nitric oxide messenger from L-arginine. NO can act as a neurotransmitter and has antimicrobial and antitumoral activities in macrophages. IL12 requires NOS to stimulate tyrosine-phosphorylation of STAT4 by TYK2 in NK cytotoxicity. Vascular NO (endothelia) inhibits muscle contraction through a cGMP pathway, inhibits platelet aggregation, and mediates VEGF-induced angiogenesis. Endothelial AKT phosphorylates and enhances NOS activity. Potentially influencing energy balance, NO can trigger cGMP-dependent mitochondrial biogenesis mediated by induction of the master regulator PPARGC1. (NCI)',\n", + " 'frequency': 445},\n", + " {'@id': 'oxidative stress',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A disturbance in the prooxidant-antioxidant balance in favor of the former, leading to potential damage. Indicators of oxidative stress include damaged DNA bases, protein oxidation products, and lipid peroxidation products. The damage to biological tissues is caused by superoxide and other free radicals generated by many factors, including exposure to alcohol, medications, trauma, cold, toxins, and radiation or by antimicrobial cellular immunity, metabolic abnormality, or \"normal\" aging; not synonymous with hypoxia or hyperoxia. Oxidative stress promotes a range of degenerative disorders, including cancer, diabetes, premature aging, Alzheimer\\'s, and many others.',\n", + " 'frequency': 1857},\n", + " {'@id': 'teprotumumab',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A recombinant, fully human monoclonal antibody directed against the insulin-like growth factor-1 receptor (IGF-1R) with potential antineoplastic activity. Teprotumumab binds to membrane-bound IGF-1R, preventing the binding of the natural ligand IGF-1 and the activation of PI3K/AKT signal transduction; downregulation of the PI3K/AKT survival pathway may result in the induction of apoptosis and decreased cellular proliferation. The activation of IGF-1R, a receptor tyrosine kinase of the insulin receptor superfamily, stimulates cell proliferation, enables oncogenic transformation, and suppresses apoptosis; IGF-1R signaling has been implicated in tumorigenesis and metastasis.',\n", + " 'frequency': 431},\n", + " {'@id': 'biomarker',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A characteristic that can be objectively measured and serves as an indicator for normal biologic processes, pathogenic processes, state of health or disease, the risk for disease development and/or prognosis, or responsiveness to a particular therapeutic intervention.',\n", + " 'frequency': 239},\n", + " {'@id': 'interleukin-4',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin-4 (153 aa, ~17 kDa) is encoded by the human IL4 gene. This protein is involved in the regulation of the expression of class II MHC molecules, Fc receptors and cell surface-bound immunoglobulins.',\n", + " 'frequency': 622},\n", + " {'@id': 'hematopoietic stem cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Primitive blood cells derived from embryonic mesenchyme capable of differentiating into any of the blood cell line progenitor cells (erythroblasts, young granulocytic series cells, megakaryocytes, etc.)',\n", + " 'frequency': 519},\n", + " {'@id': 'cell cycle process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The complex series of phenomena, occurring between the end of one cell division and the end of the next, by which cellular material is divided between daughter cells. The cell cycle is an ordered set of events, culminating in cell growth and division into two daughter cells. The stages of cell cycle includes G1-S-G2-M. The G1 stage stands for \"GAP 1\". The S stage stands for \"Synthesis\". This is the stage when DNA replication occurs. The G2 stage stands for \"GAP 2\". The M stage stands for \"mitosis\", and is when nuclear (chromosomes separate) and cytoplasmic (cytokinesis) division occur.',\n", + " 'frequency': 532},\n", + " {'@id': 'vascular endothelial growth factor a',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Vascular endothelial growth factor A (232 aa, ~27 kDa) is encoded by the human VEGFA gene. This protein plays a role in both cell proliferation and angiogenesis.',\n", + " 'frequency': 300},\n", + " {'@id': 'vascular endothelial growth factor family',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A sub-family of the cysteine knot platelet-derived growth factor family. Members of the vascular endothelial growth factor (VEGF) family play a role in the promotion of embryonic vasculogenesis and the stimulation of angiogenesis during physiologic and pathologic processes.',\n", + " 'frequency': 712},\n", + " {'@id': 'cell line',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A permanently established cell culture that will proliferate indefinitely given appropriate fresh medium and space.',\n", + " 'frequency': 642},\n", + " {'@id': 'adhesion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The property of remaining in close proximity, as that resulting from the physical attraction of molecules to a substance or the molecular attraction existing between the surfaces of contacting bodies.',\n", + " 'frequency': 605},\n", + " {'@id': 'transforming growth factor-beta superfamily',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A family of structurally-related cytokines that bind to their cognate serine/threonine kinase receptors as homodimers or heterodimers linked by a single disulfide bond. These proteins play a role in embryonic development, hematopoiesis, tissue repair and extracellular matrix remodeling.',\n", + " 'frequency': 588},\n", + " {'@id': 'nonalcoholic steatohepatitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Fatty replacement and damage to the hepatocytes not related to alcohol use. It may lead to cirrhosis and liver failure.',\n", + " 'frequency': 233},\n", + " {'@id': 'overall survival',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A measure of the time until death from any cause.',\n", + " 'frequency': 482},\n", + " {'@id': 'cell adhesion molecule',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A diverse family of cell surface and extracellular glycoproteins involved in cell-cell adhesion, cell-extracellular matrix adhesion, recognition, and activation. There are four main classes of cell adhesion molecules: integrins, selectins, cadherins, and immunoglobulin-like adhesion molecules.',\n", + " 'frequency': 362},\n", + " {'@id': 'matrix metalloproteinase-9',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Matrix metalloproteinase-9 (707 aa, ~78 kDa) is encoded by the human MMP9 gene. This protein plays a role in collagen degradation, macrophage differentiation and cell migration.',\n", + " 'frequency': 323},\n", + " {'@id': 'digestion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The process or act of converting food into chemical substances that can be absorbed and assimilated.',\n", + " 'frequency': 295},\n", + " {'@id': 'embryo',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An organism in its initial stage of development following fertilization. The human embryonic period lasts approximately eight weeks, during which time organogenesis takes place.',\n", + " 'frequency': 266},\n", + " {'@id': 'vascular endothelium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'The layer of simple squamous epithelial tissue that lines the luminal surface of the entire circulatory system.',\n", + " 'frequency': 454},\n", + " {'@id': 'senescence',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The process of growing old and showing the effects of time.',\n", + " 'frequency': 235},\n", + " {'@id': 'cell growth',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The complex series of phenomena occurring after cell division and before cell death.',\n", + " 'frequency': 250},\n", + " {'@id': 'methylation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The covalent chemical or biochemical addition of a methyl group(s) to a compound. (NCI)',\n", + " 'frequency': 331},\n", + " {'@id': 'natural killer cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Natural killer cells are cells that resemble large granular lymphocytes. They do not express markers of either T or B cell lineage. They are positive for CD16, CD56, and CD 94. These cells do possess Fc receptors for IgG and can kill target cells using antibody-dependent cell-mediated cytotoxicity. They can also use perforin to kill cells in the absence of antibody and killing may occur without previous sensitization.',\n", + " 'frequency': 805},\n", + " {'@id': 'interleukin-8',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin-8 (99 aa, ~11 kDa) is encoded by the human CXCL8 gene. This protein is involved in chemotaxis and neutrophil activation.',\n", + " 'frequency': 1194},\n", + " {'@id': 'rabbit',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Various members of the family Leporidae, especially those of the genus Sylvilagus.',\n", + " 'frequency': 724},\n", + " {'@id': 'mitogen-activated protein kinase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Mitogen-activated protein kinases (MAPKs) are serine-threonine protein kinases activated in response to a variety of extracellular stimuli and encoded by a multigene family. The MAPKs are part of complex protein kinase cascades. One of the several classes of MAPKs includes (among other ERKs) the extracellular signal-regulated kinases ERK1 (p44MAPK) and ERK2 (p42MAPK), activated by the RAF/MEK/ERK signaling pathway. ERK1/2 are widely involved in eukaryotic signal transduction. Upon activation, ERKs translocate to the nucleus and phosphorylate nuclear targets. Phosphorylated ERKs form essential dimers with phosphorylated and unphosphorylated ERK partners. Dimerization is part of the mechanism of MAP kinase family action. Mitogen-activated protein kinases (MAPKs) promote entry in the cell cycle. (from OMIM 601795, 176948, Swiss-Prot P27361, P28482 and NCI)',\n", + " 'frequency': 809},\n", + " {'@id': '72kda type iv collagenase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': '72 kDa type IV collagenase (660 aa, ~74 kDa) is encoded by the human MMP2 gene. This protein is involved in both proteolysis and angiogenesis.',\n", + " 'frequency': 234},\n", + " {'@id': 'bcl-x(s)',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Bcl-X(S) (170 aa, ~19 kDa) is encoded by the human BCL2L1 gene. This protein plays a role in the modulation of apoptosis.',\n", + " 'frequency': 255},\n", + " {'@id': 'histone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'Major protein component of chromatin. Highly conserved basic proteins, originally classified into classes based on the relative amounts of arginine and lysine in each protein. The various classes are now termed H1, H2A, H2B, H3, and H4. In chromatin, they are found in an octamer, containing two each of H2A, H2B, H3, and H4, complexed with DNA in nucleosomes. The histones in the octamer complex are also known as the core histones. The H1 class of histones, termed the linker histones, is loosely associated with the nucleosome.',\n", + " 'frequency': 365},\n", + " {'@id': 'stem cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'An unspecialized cell that has the capacity for reproduction through cell division and can be induced to differentiate into a tissue or organ specific cell.',\n", + " 'frequency': 612},\n", + " {'@id': 'ribavirin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A synthetic nucleoside analog of ribofuranose with activity against hepatitis C virus and other RNA viruses. Ribavirin is incorporated into viral RNA, thereby inhibiting viral RNA synthesis, inducing viral genome mutations, and inhibiting normal viral replication.',\n", + " 'frequency': 430},\n", + " {'@id': 'metabolic syndrome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A combination of medical conditions that when present, increase the risk of heart attack, stroke, and diabetes mellitus. It includes the following medical conditions: increased blood pressure, central obesity, dyslipidemia, impaired glucose tolerance, and insulin resistance.',\n", + " 'frequency': 759},\n", + " {'@id': 'interleukin-1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin-1 (endogenous pyrogen), produced primarily by monocytes, is an important pro-inflammatory cytokine that mediates the acute phase host response. The biologic activities of IL1 are properties of a protein derived from a larger precursor. Inflammation causes induction of COX2, leading to release of prostanoids, which sensitize peripheral nociceptor terminals and produce local pain hypersensitivity. Inflammation also generates sensitivity in neighboring tissue, muscle and joint pain, fever, lethargy, and anorexia. COX2 induction in regions of the CNS is mediated by IL1B. Interleukin-1-beta also stimulates bone resorption. IL1RN is a competitive inhibitor of IL1B. Mature IL1-beta levels are a sensitive and specific indicator of caspase-1 activation. (from OMIM 147720 and NCI)',\n", + " 'frequency': 1540},\n", + " {'@id': 'adiponectin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'Adiponectin (244 aa, ~26 kDa) is encoded by the human ADIPOQ gene. This protein is involved in the modulation of both glucose metabolism and lipid homeostasis.',\n", + " 'frequency': 617},\n", + " {'@id': 'arginine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An essential amino acid in juvenile humans, Arginine is a complex amino acid, often found at active site in proteins and enzymes due to its amine-containing side chain. Arginine may prevent or treat heart and circulatory diseases, combat fatigue, and stimulate the immune system. It also boosts production of nitric oxide, relaxing blood vessels, and treating angina and other cardiovascular problems. Arginine is also an important intermediate in the urea cycle and in detoxification of nitrogenous wastes. (NCI04)',\n", + " 'frequency': 426},\n", + " {'@id': 'metabolic process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Organic processes in a cell or organism that are necessary to sustain life. Cellular metabolism can be divided into two categories. Anabolism entails the construction of complex organic molecules from simpler precursors, while catabolism involves the breakdown of complex substances into simpler molecules.',\n", + " 'frequency': 299},\n", + " {'@id': 'anal membrane',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'The dorsal part of the cloacal membrane following its partition by the urorectal septum.',\n", + " 'frequency': 277},\n", + " {'@id': 'hydrophobicity',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The inherent characteristic of a molecule or substance to be immiscible in water. The property means that the moiety of interest does not dissolve in, absorb, or mix easily with water.',\n", + " 'frequency': 295},\n", + " {'@id': 'apelin receptor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Apelin receptor (380 aa, ~43 kDa) is encoded by the human APLNR gene. This protein plays a role in G protein-coupled receptor signaling.',\n", + " 'frequency': 439},\n", + " {'@id': 'translocation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The movement of a physical object from one place to another. (NCI)',\n", + " 'frequency': 525},\n", + " {'@id': 'intercellular adhesion molecule 1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Intercellular adhesion molecule 1 (532 aa, ~58 kDa) is encoded by the human ICAM1 gene. This protein plays a role in integrin binding, immune signaling and leukocyte transendothelial migration.',\n", + " 'frequency': 380},\n", + " {'@id': 'glutathione',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A tripeptide comprised of three amino acids (cysteine, glutamic acid, and glycine) present in most mammalian tissue. Glutathione acts as an antioxidant, a free radical scavenger and a detoxifying agent. Glutathione is also important as a cofactor for the enzyme glutathione peroxidase, in the uptake of amino acids, and in the synthesis of leukotrienes. As a substrate for glutathione S-transferase, this agent reacts with a number of harmful chemical species, such as halides, epoxides and free radicals, to form harmless inactive products. In erythrocytes, these reactions prevent oxidative damage through the reduction of methemoglobin and peroxides. Glutathione is also involved in the formation and maintenance of disulfide bonds in proteins and in the transport of amino acids across cell membranes.',\n", + " 'frequency': 574},\n", + " {'@id': 'glucose metabolism disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A metabolic disorder characterized by abnormal blood glucose levels.',\n", + " 'frequency': 432},\n", + " {'@id': 'high sensitivity c-reactive protein measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the amount of C-reactive protein (CRP) present in a sample through the use of immunonephelometry, immunoturbidimetry, high-sensitivity enzyme-linked immunosorbent assay (ELISA) and/or resonant acoustic profiling (RAP). This test is optimized to measure lower concentrations of CRP than a conventional CRP test.',\n", + " 'frequency': 332},\n", + " {'@id': 'superoxide dismutase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Proteins that protect cells against elevated levels of superoxide a reactive oxygen species. These antioxidant enzymes catalyze the formation of molecular oxygen and hydrogen peroxide from the superoxide anion. They are also potential therapeutic agents in diseases related to oxidative stress and in the regulation of the aging process.',\n", + " 'frequency': 386},\n", + " {'@id': 'apoptotic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Pertaining to apoptosis.',\n", + " 'frequency': 292},\n", + " {'@id': 'adenoviridae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A group of DNA containing viruses which infect mammals and are capable of causing respiratory disease, including one form of the common cold.',\n", + " 'frequency': 466},\n", + " {'@id': 'viral protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Proteins encoded by viral genes.',\n", + " 'frequency': 243},\n", + " {'@id': 'microrna',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A sequence of single-stranded RNA, that is 20-25 nucleotides in length, which is transcribed from DNA but is not translated into a protein. This nucleic acid may regulate the transcription or translation of other genes.',\n", + " 'frequency': 341},\n", + " {'@id': 'high mobility group protein b2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'High mobility group protein B2 (209 aa, ~24 kDa) is encoded by the human HMGB2 gene. This protein plays a role in DNA unwinding.',\n", + " 'frequency': 260},\n", + " {'@id': 'edodekin alfa',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A recombinant form of the endogenous heterodimeric cytokine interleukin-12 with potential antineoplastic activity. Edodekin alfa binds to and activates its cell-surface receptor, stimulating the production of interferon-gamma (IFN) which, in turn, induces IFN-gamma-inducible protein-10 (IP-10) and so inhibits tumor angiogenesis. (NCI04)',\n", + " 'frequency': 391},\n", + " {'@id': 'homeostatic process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': \"The body's maintenance of a consistent internal environment within a narrow range of variation. It is important to the continuation of life.\",\n", + " 'frequency': 413},\n", + " {'@id': 'cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'The smallest units of living structure capable of independent existence, composed of a membrane-enclosed mass of protoplasm and containing a nucleus or nucleoid.',\n", + " 'frequency': 412},\n", + " {'@id': 'nonalcoholic fatty liver disease',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A term referring to fatty replacement of the hepatic parenchyma which is not related to alcohol use.',\n", + " 'frequency': 492},\n", + " {'@id': 'caspase-3',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Caspase-3 (277 aa, ~31 kDa) is encoded by the human CASP3 gene. This protein is involved in the mediation of proteolysis and the activation of apoptosis.',\n", + " 'frequency': 324},\n", + " {'@id': 'growth factor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Growth Factors are extracellular signaling molecules (ligands) involved in control of target cell proliferation, cell survival, and cell differentiation. (NCI)',\n", + " 'frequency': 477},\n", + " {'@id': 'nf-kb',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'NF-kB is a heterodimer complex of two DNA-binding subunits from two families of ubiquitous, inducible, nuclear transcription activators involved in cytokine-induced activation of gene expression. NFKB1 or NFKB2 is bound to REL, RELA, or RELB to form the NF-kB complex. NF-kB is inhibited by IkB proteins (NFKBIA or NFKBIB), which inactivate NF-kB by trapping it in the cytoplasm. Phosphorylation of IkB by kinases (IKBKA or IKBKB) marks them for ubiquitination, allowing NF-kB translocation to the nucleus and DNA binding at kappa-B transcription enhancer motifs. In B-lymphocytes, NF-kB binds to the immunoglobulin kappa light chain enhancer and in T-lymphocytes it binds to enhancers in virally infected cells, including HIV. (from OMIM 164011, 164012, 164910, 164014, 604758, and NCI)',\n", + " 'frequency': 501},\n", + " {'@id': 'prednisolone',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic glucocorticoid with anti-inflammatory and immunomodulating properties. After cell surface receptor attachment and cell entry, prednisolone enters the nucleus where it binds to and activates specific nuclear receptors, resulting in an altered gene expression and inhibition of proinflammatory cytokine production. This agent also decreases the number of circulating lymphocytes, induces cell differentiation, and stimulates apoptosis in sensitive tumor cells populations. (NCI04)',\n", + " 'frequency': 325},\n", + " {'@id': 'sheep',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Any one of several species of ruminants of the genus Ovis, native of the higher mountains of both hemispheres, but most numerous in Asia; the domestic sheep, Ovis aries.',\n", + " 'frequency': 531},\n", + " {'@id': 'sterile',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Devoid of living organisms.',\n", + " 'frequency': 1311},\n", + " {'@id': 'vaccine-sensitized draining lymph node cells',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Cells isolated from lymph nodes from patients, and activated in vitro to generate tumor-specific effector T cells. Lymph nodes in the lymphatics draining tumors often contain T cells that are immunologically sensitized but functionally deficient. Vaccine-sensitized draining lymph node cells are prepared by isolating these lymphocytes in vitro and stimulating them with cytokines to differentiate into mature effector cells. Vaccine-draining lymph node cells may also be produced by pharmacological activation of lymph node-derived lymphocytes with drugs such as ionomycin or with bacterial toxin; these activated lymphocytes may be expanded in culture with cytokines such as interleukin-2 prior to infusion into the patient. (NCI04)',\n", + " 'frequency': 310},\n", + " {'@id': 'phenylalanine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An essential aromatic amino acid in humans (provided by food), Phenylalanine plays a key role in the biosynthesis of other amino acids and is important in the structure and function of many proteins and enzymes. Phenylalanine is converted to tyrosine, used in the biosynthesis of dopamine and norepinephrine neurotransmitters. The L-form of Phenylalanine is incorporated into proteins, while the D-form acts as a painkiller. Absorption of ultraviolet radiation by Phenylalanine is used to quantify protein amounts. (NCI04)',\n", + " 'frequency': 247},\n", + " {'@id': 'nitric oxide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An unstable free-radical gas which reacts rapidly with oxygen to form nitrogen oxides. Water soluble, NO is produced normally in numerous tissues and is considered to be a mediator of cell-to cell communication; it functions in numerous processes including vasodilation, inflammation, and neurotransmission. (NCI04)',\n", + " 'frequency': 405},\n", + " {'@id': 'sodium chloride',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A metal halide composed of sodium and chloride with sodium and chloride replacement capabilities. When depleted in the body, sodium must be replaced in order to maintain intracellular osmolarity, nerve conduction, muscle contraction and normal renal function.',\n", + " 'frequency': 416},\n", + " {'@id': 'fluorine f 18 nos',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A radiotracer composed of an analog of the reversible nitric oxide synthase (NOS) inhibitor, 2-amino 4-methylpyridine, radiolabeled with fluorine F 18, with potential imaging activity upon positron emission tomography/computed tomography (PET/CT). Upon administration of fluorine F 18 NOS, the NOS moiety targets and binds to inducible NOS (iNOS). Upon PET/CT imaging, iNOS expression and thus the extent of inflammation can be assessed. iNOS expression is upregulated in a variety of inflammatory diseases and certain cancers and may invoke a chronic inflammatory state in tumor cells.',\n", + " 'frequency': 281},\n", + " {'@id': 'g-cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A gastrin-producing enteroendocrine cell that is located in the gastric antrum.',\n", + " 'frequency': 332},\n", + " {'@id': 'meropenem',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A broad-spectrum carbapenem with antibacterial properties, synthetic Meropenem inhibits cell wall synthesis in gram-positive and gram-negative bacteria. It penetrates cell walls and binds to penicillin-binding protein targets. Meropenem acts against aerobes and anaerobes including Klebsiella, E. coli, Enterococcus, Clostridium sp.. (NCI04)',\n", + " 'frequency': 538},\n", + " {'@id': 'systemic inflammatory response syndrome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A generalized state of dysregulated inflammation induced by noninfectious processes. It is characterized by two or more of the following signs and symptoms: fever or hypothermia, increased heart rate, increased respiratory rate, and abnormal white blood cell count.',\n", + " 'frequency': 542},\n", + " {'@id': 'deny',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Refuse to accept, recognize or acknowledge.',\n", + " 'frequency': 256},\n", + " {'@id': 'cell death process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'The cellular process resulting in permanent cessation of all vital functions of a cell.',\n", + " 'frequency': 602},\n", + " {'@id': 'matrix',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A rectangular array of elements (or entries) set out by rows and columns.',\n", + " 'frequency': 401},\n", + " {'@id': 'defense',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Protection from harm.',\n", + " 'frequency': 299},\n", + " {'@id': 'alkylphosphocholine compound',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'An ether-linked lysophosphatidylcholine with potential antineoplastic activity. Exhibiting anti-proliferative and immunomodulatory properties, alkyl-phosphocholine compounds modulate cell membrane permeability, phospholipid metabolism, and intracellular growth signal transduction pathways and induce cytotoxic macrophages, cell differentiation, and apoptosis. (NCI04)',\n", + " 'frequency': 240},\n", + " {'@id': 'compact disc-interactive',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An optical disk that is physically the same as an audio CD, but contains multimedia information (images, sound, etc.) The user can interact with films, games and educational programs. (computeruser.com)',\n", + " 'frequency': 266},\n", + " {'@id': 'neural',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'Of or relating to neurons or the nervous system.',\n", + " 'frequency': 355},\n", + " {'@id': 'tryptophan',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'The least plentiful of all 22 amino acids and an essential amino acid in humans (provided by food), Tryptophan is found in most proteins and a precursor of serotonin. Tryptophan is converted to 5-hydroxy-tryptophan (5-HTP), converted in turn to serotonin, a neurotransmitter essential in regulating appetite, sleep, mood, and pain. Tryptophan is a natural sedative and present in dairy products, meats, brown rice, fish, and soybeans. (NCI04)',\n", + " 'frequency': 248},\n", + " {'@id': 'blood circulation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': \"The movement of blood to and from the heart and to the rest of the body's organs, tissues, and cells through the network of arteries, veins, and capillaries. (NCI)\",\n", + " 'frequency': 577},\n", + " {'@id': 'sars coronavirus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A species of enveloped, spherical or pleomorphic, kidney-shaped or rod-shaped viruses in the Coronaviridae family and Coronavirus genus. The genome is composed of linear, single-stranded, positive-sense RNA. SARS coronaviruses are found in humans and cause severe acute respiratory syndrome (SARS). SARS coronaviruses are transmitted via direct person-to-person contact with infected secretions or excretions, and aerosols of respiratory droplets.',\n", + " 'frequency': 4169},\n", + " {'@id': 'corticoliberin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Corticoliberin (196 aa, ~21 kDa) is encoded by the human CRH gene. This protein is involved in the regulation of corticotropin release from the pituitary gland.',\n", + " 'frequency': 267},\n", + " {'@id': 'hippocampus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'A curved gray matter structure of the temporal lobe lying on the floor of the lateral ventricle of the brain.',\n", + " 'frequency': 404},\n", + " {'@id': 'blood inflammatory marker',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A substance detectable in the blood that can be used to assess levels of inflammation in the body.',\n", + " 'frequency': 629},\n", + " {'@id': 'mean arterial pressure',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'The mean pressure of the blood within the arterial circulation. The arterial pressure may be directly measured by insertion of an intra-arterial catheter connected to a transducer. The mean arterial pressure (MAP) can be calculated by subsequent analysis of the waveform. MAP can be approximated without an invasive procedure using the following formula: diastolic pressure plus 1/3 of the pulse pressure, where pulse pressure is systolic pressure - diastolic pressure.',\n", + " 'frequency': 456},\n", + " {'@id': 'undifferentiated pleomorphic sarcoma, inflammatory variant',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An undifferentiated pleomorphic sarcoma characterized by the presence of numerous inflammatory cells.',\n", + " 'frequency': 832},\n", + " {'@id': 'plasminogen activator inhibitor 1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Plasminogen activator inhibitor 1 (402 aa, ~45 kDa) is encoded by the human SERPINE1 gene. This protein plays a role in both cell adhesion and the modulation of plasmin activity.',\n", + " 'frequency': 259},\n", + " {'@id': 'transfer',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The act of conveying or transporting from one place to another.',\n", + " 'frequency': 1548},\n", + " {'@id': 'ion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'An atom or molecule having a positive or negative charge owing to the loss or gain of one or more electrons.',\n", + " 'frequency': 663},\n", + " {'@id': 'endosome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'A membrane bound cytoplasmic compartment that drives molecular traffic between the plasma membrane and lysosome.',\n", + " 'frequency': 259},\n", + " {'@id': 'plasma membrane',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'The semipermeable membrane that encloses the cytoplasm of a cell.',\n", + " 'frequency': 888},\n", + " {'@id': 'transmembrane protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A protein that is an integral membrane protein with a transmembrane region.',\n", + " 'frequency': 599},\n", + " {'@id': 'enzyme unit per liter',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Unit of catalytic activity concentration defined as activity equal to one enzyme unit per one liter of system volume.',\n", + " 'frequency': 249},\n", + " {'@id': 'carbon',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A nonmetalic tetravalent element with symbol C, atomic number 6, and atomic weight 12.',\n", + " 'frequency': 269},\n", + " {'@id': 'cytosol',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'The aqueous part of the cytoplasm within which various particles and organelles are suspended.',\n", + " 'frequency': 493},\n", + " {'@id': 'recombinant protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Proteins produced by genes or recombinant DNA that has been artificially engineered and inserted into a heterologous host. Recombinant proteins are used extensively by investigators of disease pathways to identify protein targets for potential drug therapies.',\n", + " 'frequency': 251},\n", + " {'@id': 'interleukin-17',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin-17F (163 aa, ~18 kDa) is encoded by the human IL17F gene. This protein plays a role in the inhibition of angiogenesis, the promotion of cartilage turnover and the positive regulation of cytokine production.',\n", + " 'frequency': 444},\n", + " {'@id': 'chemokine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Chemokines constitute a superfamily of small (8-10 kDa), inducible, secreted, pro-inflammatory cytokines that are involved in a variety of immune and inflammatory responses as well as in viral infection. Chemokines act primarily as chemoattractants and activators of specific types of leukocytes. Some members of this family were initially identified on the basis of their biological activities (e.g., IL-8, GRO), others were discovered using subtractive hybridization (e.g., RANTES) or signal sequence trap (e.g., PBSF/SDF-1)11 cloning strategies. They attract and activate leukocytes and regulate diverse cellular systems and organs ranging from blood vessels to the central nervous system.',\n", + " 'frequency': 959},\n", + " {'@id': 'glutamate measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'The determination of the amount of glutamate present in a sample.',\n", + " 'frequency': 274},\n", + " {'@id': 'astrocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A heterogeneous group of specialized neuroglial cells with many diverse supporting roles in the structure, function, and homeostasis of the central nervous system.',\n", + " 'frequency': 333},\n", + " {'@id': 'nervous system disorder',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A non-neoplastic or neoplastic disorder that affects the brain, spinal cord, or peripheral nerves.',\n", + " 'frequency': 233},\n", + " {'@id': 'serine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A non-essential amino acid in humans (synthesized by the body), Serine is present and functionally important in many proteins. With an alcohol group, serine is needed for the metabolism of fats, fatty acids, and cell membranes; muscle growth; and a healthy immune system. It also plays a major role in pyrimidine, purine, creatine, and porphyrin biosynthetic pathways. Serine is also found at the active site of the serine protease enzyme class that includes trypsin and chymotrypsin. (NCI04)',\n", + " 'frequency': 257},\n", + " {'@id': 'cytoskeleton',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': 'The protein scaffolding (the network of filaments microfilaments, microtubules, intermediate filaments, and their associated proteins) that gives shape, structure, and organization to the cytoplasm and a cell its shape.',\n", + " 'frequency': 265},\n", + " {'@id': 'autophagy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': \"Autophagy is a biological process that involves the lysosomal degradation of intracellular components using it a cell's own machinery. This process can play a role in cellular defense, embryonic development, and cell growth.\",\n", + " 'frequency': 394},\n", + " {'@id': 'protein subunit',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A polypeptide chain that associates with itself or at least one other chain to form a functional protein or protein complex.',\n", + " 'frequency': 268},\n", + " {'@id': 'cell differentiation process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Progressive restriction of the developmental potential and increasing specialization of function which takes place during the development of the embryo and leads to the formation of specialized cells, tissues, and organs.',\n", + " 'frequency': 281},\n", + " {'@id': 'cd44 antigen',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'CD44 antigen (742 aa, ~82 kDa) is encoded by the human CD44 gene. This protein is involved in cell-cell adhesion and cell-matrix adhesion.',\n", + " 'frequency': 341},\n", + " {'@id': 'renal impairment',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Diminished kidney function.',\n", + " 'frequency': 233},\n", + " {'@id': 'adipocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A connective tissue cell that is specialized to synthesize and store fat.',\n", + " 'frequency': 598},\n", + " {'@id': 'tidal volume',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The volume of air moved into and out of the lungs during breathing at rest.',\n", + " 'frequency': 303},\n", + " {'@id': 'beta cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A cell that composes the bulk of the islets of Langerhans and secretes insulin.',\n", + " 'frequency': 470},\n", + " {'@id': 'interleukin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin is the generic name for a group of well-characterized cytokines that are produced by leukocytes and other cell types. They have a broad spectrum of functional activities that regulate the activities and capabilities of a wide variety of cell types. They are particularly important as members of the cytokine networks that regulate inflammatory and immune responses.',\n", + " 'frequency': 575},\n", + " {'@id': 'hemodynamic instability',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A state of hypoperfusion that does not support normal organ perfusion or function. It can include periods of reduced, unstable, or abnormal blood pressure with near syncope, or episodes of syncope.',\n", + " 'frequency': 241},\n", + " {'@id': 'alveolar epithelium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Epithelia of lung alveoli. The layer of cells covering the lining of the tiny air sacs at the end of the bronchioles.',\n", + " 'frequency': 272},\n", + " {'@id': 'smooth muscle cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'An elongated spindle-shaped contractile cell, peculiar to an involuntary muscle, containing a single nucleus and longitudinally arranged myofibrils.',\n", + " 'frequency': 268},\n", + " {'@id': 'fatal',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Bringing death.',\n", + " 'frequency': 346},\n", + " {'@id': 'chicken',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'The common domestic fowl, Gallus gallus.',\n", + " 'frequency': 240},\n", + " {'@id': 'diabetic nephropathy',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Progressive kidney disorder caused by vascular damage to the glomerular capillaries, in patients with diabetes mellitus. It is usually manifested with nephritic syndrome and glomerulosclerosis.',\n", + " 'frequency': 244},\n", + " {'@id': 'angiotensin-1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Angiotensin-1 (10 aa, ~1 kDa) is encoded by the human AGT gene. This protein is involved in the response to lowered renal blood pressure.',\n", + " 'frequency': 999},\n", + " {'@id': 'procalcitonin measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the amount of the procalcitonin in a sample.',\n", + " 'frequency': 781},\n", + " {'@id': 'diffusion',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'The movement of chemical species under the influence of a concentration difference and as a result of random thermal agitation. The species will move from the high concentration area to the low concentration area till the concentration is uniform in the whole phase.',\n", + " 'frequency': 273},\n", + " {'@id': 'pathologic',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Caused by or altered by or manifesting disease or pathology.',\n", + " 'frequency': 330},\n", + " {'@id': 'cystic fibrosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A congenital, autosomal, metabolic disorder affecting the exocrine glands. The secretions of exocrine glands are abnormal, resulting in excessively viscid mucus production that causes obstruction of passageways, including pancreatic and bile ducts, intestines, and bronchi. Symptoms usually appear in childhood, and include meconium ileus, poor growth despite good appetite, malabsorption and foul bulky stools, chronic bronchitis with cough, recurrent pneumonia, bronchiectasis, emphysema, clubbing of the fingers, and salt depletion in hot weather secondary to increased sodium and chloride concentration in sweat.',\n", + " 'frequency': 3454},\n", + " {'@id': 'rituximab',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A recombinant chimeric murine/human antibody directed against the CD20 antigen, a hydrophobic transmembrane protein located on normal pre-B and mature B lymphocytes. Following binding, rituximab triggers a host cytotoxic immune response against CD20-positive cells. (NCI04)',\n", + " 'frequency': 313},\n", + " {'@id': 'wine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'An alcoholic beverage created from fermented juice of fresh grapes or of other fruit or plant products.',\n", + " 'frequency': 393},\n", + " {'@id': 'integrin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Integrins are transmembrane glycoprotein receptors that mediate cell-matrix or cell-cell adhesion, and transduce signals that regulate gene expression and cell growth. They are heterodimeric molecules consisting of noncovalently linked alpha and beta subunits. Different combinations of alpha and beta polypeptides form complexes that vary in their ligand-binding specificities. Both alpha and beta subunits display a cytoplasmic domain that interacts with the cytoskeleton (and possibly signaling molecules), a transmembrane region, and a large extracellular domain that interacts with the extracellular matrix. (from OMIM 147557)',\n", + " 'frequency': 401},\n", + " {'@id': 'microglia',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A type of glial cell that mediates immune responses by clearing cellular debris and dead neurons from nervous tissue through phagocytosis.',\n", + " 'frequency': 546},\n", + " {'@id': 'pulmonary arterial hypertension',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Increased pressure within the pulmonary arterial circulation.',\n", + " 'frequency': 335},\n", + " {'@id': 'endometrium',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The mucous membrane comprising the inner layer of the uterine wall; it consists of a simple columnar epithelium and a lamina propria that contains simple tubular uterine glands. The structure, thickness, and state of the endometrium undergo marked change with the menstrual cycle.',\n", + " 'frequency': 339},\n", + " {'@id': 'epidermal growth factor receptor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Epidermal growth factor receptor (1210 aa, ~134 kDa) is encoded by the human EGFR gene. This protein plays a role in cell-cell adhesion, cell migration, cell proliferation and signal transduction.',\n", + " 'frequency': 395},\n", + " {'@id': 'cervix uteri',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGAN',\n", + " 'definition': 'The lower part of the uterus occupying the region between the isthmus of the uterus and the vagina. It is divided into supravaginal and vaginal portions.',\n", + " 'frequency': 282},\n", + " {'@id': 'mucin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'An albuminoid substance containing mucopolysaccharides and protein which is contained in mucus, and gives to the latter secretion its peculiar ropy character. It is found in all the secretions from mucous glands, and also between the fibres of connective tissue, as in tendons.',\n", + " 'frequency': 252},\n", + " {'@id': 'ki67 measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the amount of Ki-67 protein present in a sample.',\n", + " 'frequency': 250},\n", + " {'@id': 'extracorporeal membrane oxygenation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_COMPARTMENT',\n", + " 'definition': \"A technique that utilizes a device to pump a patient's blood outside of the body, oxygenate it, and return it to the body.\",\n", + " 'frequency': 358},\n", + " {'@id': 'septin-4',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Septin-4 (478 aa, ~55 kDa) is encoded by the human SEPTIN4 gene. This protein is involved in both cytoskeletal structure and GTP hydrolysis.',\n", + " 'frequency': 308},\n", + " {'@id': 'urticaria',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A transient, itchy skin eruption characterized by wheals with pale interiors and red margins.',\n", + " 'frequency': 233},\n", + " {'@id': 'angiotensin-2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Angiotensin-2 (8 aa, ~1 kDa) is encoded by the human AGT gene. This protein is involved in vasoconstriction, heart rate and renal absorption of water and sodium.',\n", + " 'frequency': 673},\n", + " {'@id': 'membrane protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Proteins that are physically associated with the membrane. This class of proteins resides in cellular or intracellular membranes. The physical association of each protein is divided into two classes: integral and peripheral.',\n", + " 'frequency': 283},\n", + " {'@id': 'coronaviridae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A family of positive sense ssRNA viruses of zoonotic origin. They are the cause of respiratory, enteric, hepatic, and neurological diseases of varying severity in humans and animals. Bats, birds, and pigs act as major reservoirs of coronaviruses.',\n", + " 'frequency': 1745},\n", + " {'@id': 'horse',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'The domestic horse, Equus caballus.',\n", + " 'frequency': 1318},\n", + " {'@id': 'gas exchanger device',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'Component that is used to transfer gasses between two or more locations.',\n", + " 'frequency': 343},\n", + " {'@id': 'neutrophil to lymphocyte ratio measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the ratio of neutrophils compared to lymphocytes present in a biological sample. The measurement may be expressed as a ratio or percentage.',\n", + " 'frequency': 305},\n", + " {'@id': 'reovirus rna',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'The viral RNA that originates from a reovirus.',\n", + " 'frequency': 312},\n", + " {'@id': 'g protein-coupled receptor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Cell surface receptors that are coupled to G-proteins (GTP-binding protein). G-protein coupled receptors are thought to have seven membrane spanning domains and have been divided into 2 subclasses: those in which the binding site is in the extracellular domain for example receptors for glycoprotein hormones, such as thyroid stimulating hormone (TSH) and follicle-stimulating hormone (FSH) and those in which the ligand binding site is likely to be in the plane of the 7 transmembrane domains for example rhodopsin and receptors for small neurotransmitters and hormones for example muscarinic acetylcholine receptor.',\n", + " 'frequency': 258},\n", + " {'@id': 'renal epithelial cells measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'The determination of the amount of renal epithelial cells present in a sample.',\n", + " 'frequency': 262},\n", + " {'@id': 'sirolimus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A natural macrocyclic lactone produced by the bacterium Streptomyces hygroscopicus, with immunosuppressant properties. In cells, sirolimus binds to the immunophilin FK Binding Protein-12 (FKBP-12) to generate an immunosuppressive complex that binds to and inhibits the activation of the mammalian Target Of Rapamycin (mTOR), a key regulatory kinase. This results in inhibition of T lymphocyte activation and proliferation that occurs in response to antigenic and cytokine (IL-2, IL-4, and IL-15) stimulation and inhibition of antibody production. (NCI04)',\n", + " 'frequency': 344},\n", + " {'@id': 'serine/threonine-protein kinase mtor',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Serine/threonine-protein kinase mTOR (2549 aa, ~289 kDa) is encoded by the human MTOR gene. This protein is involved in protein phosphorylation, signaling and cell growth.',\n", + " 'frequency': 253},\n", + " {'@id': 'resistance process',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'A Resistance Process consists of activities of biologic molecules or complexes involved in processes that maintain immunity to, or counteract, defeat, or withstand the effects of, an antagonistic agent.',\n", + " 'frequency': 234},\n", + " {'@id': 'coronavirus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of single-stranded, positive-sense RNA viruses in the family coronaviridae. The coronavirus genome exhibits helical symmetry.',\n", + " 'frequency': 4282},\n", + " {'@id': 'mesenchymal stem cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'An undifferentiated stromal cell with the ability to develop into the cells that form distinct mesenchymal tissues; such as bone, muscle, connective tissue, blood vessels, and lymphatic tissue.',\n", + " 'frequency': 387},\n", + " {'@id': 'cd4 positive naive t-lymphocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A T lymphocyte that has differentiated in the bone marrow, undergone central selection in the thymus, but has not encountered its cognate antigen in the peripheral circulation. These cells can be identified by presence of both the CD4 and CD45RA molecules on their surface.',\n", + " 'frequency': 349},\n", + " {'@id': 't helper 17 cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A subset of helper T-lymphocytes which synthesize and secrete the interleukins (IL), IL-17A, -21 and -22. These cytokines mediate inflammation by increasing chemokine production, which leads to the recruitment of both monocytes and neutrophils to sites of infection or inflammation. Th17 cells modulate both host immunity against extracellular bacteria and fungi and inflammation. Overexpression of these cells is associated with tissue injury caused by autoimmune diseases.',\n", + " 'frequency': 297},\n", + " {'@id': 'dipeptidyl peptidase 4',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Dipeptidyl peptidase 4 (766 aa, ~88 kDa) is encoded by the human DPP4 gene. This protein is involved in proteolytic regulation of T cell activation.',\n", + " 'frequency': 892},\n", + " {'@id': 'actin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A globular subunit of microfilaments, highly conserved Actin is one of the most abundant proteins in eukaryotic cells. Monomeric actin, a slow ATPase composed of a 375 amino acid polypeptide chain, interacts with one molecule of ATP or ADP and contains high affinity and low affinity binding sites for divalent cations. Actin can quickly assemble into long microfilament polymers. In conjunction with myosin, actin is responsible for the contraction and relaxation of muscle.',\n", + " 'frequency': 317},\n", + " {'@id': 'cyclic amp',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': \"A second messenger molecule comprised of an adenine ribonucleotide bearing a phosphate group bound to the oxygen molecules at the 3' and 5' positions of the sugar moiety. Cyclic AMP, which is synthesized from ATP by the intracellular enzyme adenylate cyclase, modulates the activity of several hormone-dependent signal transduction pathways.\",\n", + " 'frequency': 406},\n", + " {'@id': 'iboctadekin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'A recombinant therapeutic agent which is chemically identical to or similar to the endogenous cytokine interleukin-18 (IL-18). Produced primarily by macrophages, IL-18 induces the production of interferon-gamma (IFN-gamma), and enhances the activity of natural killer (NK) and cytotoxic T lymphocytes (CTL). As a potential immunotherapeutic agent, iboctadekin displays antitumor effects in vitro and in animal models. (NCI04)',\n", + " 'frequency': 269},\n", + " {'@id': 'chromatin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The genetic material of the nucleus, consisting of deoxyribonucleoprotein, which occurs in two forms during the phase between mitotic divisions: 1) as heterochromatin, seen as condensed, readily stainable clumps; 2) as euchromatin, dispersed lightly staining or nonstaining material. During mitotic division the chromatin condenses into chromosomes.',\n", + " 'frequency': 347},\n", + " {'@id': 'phosphatidylinositol-4,5-bisphosphate 3-kinase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An enzyme that catalyzes the conversion of phosphatidylinositol to phosphatidylinositol 3-phosphate. This is the first committed step in the biosynthesis of phosphatidylinositol 3,4-bisphosphate and phosphatidylinositol 3,4,5-trisphosphate. This pathway is thought to play a critical role in DNA repair, V(D)J recombination and cell cycle checkpoints. (from LocusLink)',\n", + " 'frequency': 320},\n", + " {'@id': 'macrolide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A term used to describe a chemical structure of a compound containing a large lactone ring, usually with a 14 or 16-membered ring structure. The prototypical compounds within the macrolide class are the erythromycin-based antibiotics; however, many compounds with this chemical structure are being developed for other diseases.',\n", + " 'frequency': 292},\n", + " {'@id': 'moxifloxacin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A fluoroquinolone antibiotic with antibacterial activity. Moxifloxacin binds to and inhibits the bacterial enzymes DNA gyrase (topoisomerase II) and topoisomerase IV, resulting in inhibition of DNA replication and repair and cell death in sensitive bacterial species.',\n", + " 'frequency': 373},\n", + " {'@id': 'boundary shift integral',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A measurement of change in volume of an organ or anatomical feature as determined by a shift in tissue boundary over time.',\n", + " 'frequency': 344},\n", + " {'@id': 'enterobacteriaceae',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A taxonomic family of Gram-negative bacterium, which are found in water, soil or the gut, in the phylum Proteobacteria that includes the genera Aranicola, Buttiauxella, Cedecea, Cronobacter, Enterobacter and Citrobacter, among others.',\n", + " 'frequency': 810},\n", + " {'@id': 'acinetobacter anitratus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A species of aerobic, Gram negative, rod shaped bacteria assigned to the phylum Proteobacteria. This bacteria is nonmotile, oxidase negative, catalase positive and produces acid from glucose. A. anitratus is thought to be a commensal organism of the skin but may become pathogenic in patients with underlying conditions.',\n", + " 'frequency': 821},\n", + " {'@id': 'middle east respiratory syndrome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A viral respiratory infection that is caused by the MERS coronavirus (MERS-CoV), which most often manifests with moderate to severe respiratory symptoms, including productive cough and shortness of breath, which can progress to pneumonia and acute respiratory distress syndrome.',\n", + " 'frequency': 788},\n", + " {'@id': 'middle east respiratory syndrome coronavirus',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Any viral organism that can be assigned to the species Middle East respiratory syndrome coronavirus.',\n", + " 'frequency': 1103},\n", + " {'@id': 'cefepime',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A semisynthetic, broad-spectrum, fourth-generation cephalosporin with antibacterial activity. Cefepime binds to and inactivates penicillin-binding proteins (PBPs) located on the inner membrane of the bacterial cell wall. PBPs are enzymes involved in the terminal stages of assembling the bacterial cell wall and in reshaping the cell wall during growth and division. Inactivation of PBPs interferes with the cross-linkage of peptidoglycan chains necessary for bacterial cell wall strength and rigidity. This results in the weakening of the bacterial cell wall and causes cell lysis.',\n", + " 'frequency': 275},\n", + " {'@id': 'teicoplanin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A glycopeptide antibiotic complex isolated from the bacterium Actinoplanes teichomyceticus. Teicoplanin inhibits peptidoglycan polymerization, resulting in inhibition of bacterial cell wall synthesis and cell death. (NCI04)',\n", + " 'frequency': 274},\n", + " {'@id': 'acinetobacter',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of bacteria within the phylum Proteobacteria consisting of strictly aerobic nonfermentative gram-negative bacilli.',\n", + " 'frequency': 352},\n", + " {'@id': 'enterobacter',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A genus of Gram-negative, motile, facultative anaerobic, rod-shaped bacteria with peritrichous flagella in the phylum Proteobacteria.',\n", + " 'frequency': 281},\n", + " {'@id': 'endothelin-1',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Endothelin-1 (212 aa, ~24 kDa) is encoded by the human EDN1 gene. This protein is involved in vasoconstriction.',\n", + " 'frequency': 256},\n", + " {'@id': 'bronchoalveolar lavage fluid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'Fluid introduced into, and collected from, the lungs by a bronchoalveolar lavage procedure.',\n", + " 'frequency': 350},\n", + " {'@id': 'covid-19',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An acute infection of the respiratory tract that is caused by the severe acute respiratory syndrome coronavirus 2 (SARS-CoV-2). Based on currently available information, SARS-CoV-2 is thought to mainly spread from person to person through respiratory droplets. Typically, there is a two- to 14-day incubation period and infected persons can present with no symptoms or mild to severe fever, dry cough, fatigue, and difficulty breathing. Dysgeusia, anosmia, and gastrointestinal and flu-like symptoms have also been reported. Older adults and persons of any age who have serious underlying medical conditions may be of higher risk for severe illness, including secondary infections, respiratory failure, and multi-organ dysfunction.',\n", + " 'frequency': 27469},\n", + " {'@id': 'amphiphysin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Amphiphysin (695 aa, ~76 kDa) is encoded by the human AMPH gene. This protein may be involved in both exocytosis and cytoskeletal arrangement.',\n", + " 'frequency': 400},\n", + " {'@id': 'blocking antibody',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An antibody that binds to endogenous or exogenous compounds and inhibits the biological activity of that compound.',\n", + " 'frequency': 300},\n", + " {'@id': 'linezolid',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic oxazolidinone derivative, Linezolid selectively inhibits an early step in bacterial protein synthesis and affects blood pressure through monoamine oxidase inhibition. It is effective against Gram-positive organisms, including methicillin-resistant Staphylococcus aureus strains, coagulase-negative Staphylococci, vancomycin-resistant Enterococci, and penicillin-resistant Streptococcus pneumoniae strains. (NCI04)',\n", + " 'frequency': 525},\n", + " {'@id': 'daptomycin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A semi-synthetic cyclic lipopeptide antibiotic isolated form the bacterium Streptomyces roseosporus with broad-spectrum antibiotic activity against Gram-positive bacteria. Daptomycin has a distinct mechanism of action, in which it binds to bacterial membrane and causes rapid depolarization of the cell membrane due to calcium-dependant potassium efflux; the loss of membrane potential leads to inhibition of DNA, RNA and protein synthesis, resulting in bacterial cell death. This agent does not penetrate the outer membrane of gram-negative bacteria.',\n", + " 'frequency': 320},\n", + " {'@id': 'voriconazole',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A synthetic triazole with antifungal activity. Voriconazole selectively inhibits 14-alpha-lanosterol demethylation in fungi, preventing the production of ergosterol, an essential constituent of the fungal cell membrane, and resulting in fungal cell lysis. (NCI04)',\n", + " 'frequency': 281},\n", + " {'@id': 'candida glabrata',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A species of asexual haploid yeast in the genus Candida.',\n", + " 'frequency': 282},\n", + " {'@id': 'yeast cell measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'The determination of the number of yeast cells present in a sample.',\n", + " 'frequency': 313},\n", + " {'@id': 'sars-cov-2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A positive-sense single-stranded RNA virus in the genus Betacoronavirus. It is the causative agent of the 2019-2020 severe acute respiratory syndrome outbreak.',\n", + " 'frequency': 9761},\n", + " {'@id': 'phenol',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'Hydroxybenzene; Carbolic Acid. Used as a germicidal agent and as an intermediate in chemical synthesis. Highly toxic; corrosive to the skin.',\n", + " 'frequency': 240},\n", + " {'@id': 'beta-lactamase',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'An enzyme that brings about the hydrolysis of a beta-lactam (as penicillin to penicilloic acid); found in most staphylococcus strains that are naturally resistant to penicillin.',\n", + " 'frequency': 413},\n", + " {'@id': 'glycopeptide',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PATHWAY',\n", + " 'definition': 'An amino acid polymer consisting of one or more residues with sugar molecules covalently attached to some of the side chains.',\n", + " 'frequency': 278},\n", + " {'@id': 'cardiomyocyte',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A muscle cell in heart tissue (myocardium).',\n", + " 'frequency': 349},\n", + " {'@id': 'interleukin-13',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Interleukin-13 (146 aa, ~16 kDa) is encoded by the human IL13 gene. This protein plays a role in the negative regulation of cytokine production and the positive regulation of B-cell proliferation.',\n", + " 'frequency': 247},\n", + " {'@id': 'tigecycline',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': 'A broad-spectrum glycylcycline antibiotic derived from tetracycline. Tigecycline binds to the 30S ribosomal subunit, thereby interfering with the binding of aminoacyl-tRNA to the mRNA-ribosome complex. This prevents the incorporation of amino acid residues into the elongating peptide chain, inhibiting protein synthesis and eventually bacterial cell growth.',\n", + " 'frequency': 562},\n", + " {'@id': 'n-terminal fragment brain natriuretic protein',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'N-terminal fragment brain natriuretic protein (76 aa, ~9 kDa) is encoded by the human NPPB gene. This protein is a marker for cardiac failure.',\n", + " 'frequency': 370},\n", + " {'@id': 'viral respiratory tract infection',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A respiratory tract infection caused by a virus. Viruses represent the most common causes of upper and lower respiratory tract infections and include rhinoviruses, influenza viruses, parainfluenza viruses, and respiratory syncytial virus.',\n", + " 'frequency': 246},\n", + " {'@id': 'cardiac valve injury',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An event causes abnormal valve function; this is usually a tear in leaflet or chordae tendinae and manifests as a new regurgitant. (ACC)',\n", + " 'frequency': 539},\n", + " {'@id': 'brain natriuretic peptide measurement',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'The determination of the amount of brain natriuretic peptide present in a sample.',\n", + " 'frequency': 304},\n", + " {'@id': 'chloroquine',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CHEMICAL',\n", + " 'definition': \"A 4-aminoquinoline with antimalarial, anti-inflammatory, and potential chemosensitization and radiosensitization activities. Although the mechanism is not well understood, chloroquine is shown to inhibit the parasitic enzyme heme polymerase that converts the toxic heme into non-toxic hemazoin, thereby resulting in the accumulation of toxic heme within the parasite. This agent may also interfere with the biosynthesis of nucleic acids. Chloroquine's potential chemosensitizing and radiosensitizing activities in cancer may be related to its inhibition of autophagy, a cellular mechanism involving lysosomal degradation that minimizes the production of reactive oxygen species (ROS) related to tumor reoxygenation and tumor exposure to chemotherapeutic agents and radiation.\",\n", + " 'frequency': 553},\n", + " {'@id': 'autoimmune encephalitis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'Inflammation of the brain secondary to an immune response triggered by the body itself.',\n", + " 'frequency': 348},\n", + " {'@id': 'oxacillin',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DRUG',\n", + " 'definition': 'A semisynthetic penicillinase-resistant and acid-stable penicillin with an antimicrobial activity. Oxacillin binds to penicillin-binding proteins in the bacterial cell wall, thereby blocking the synthesis of peptidoglycan, a critical component of the bacterial cell wall. This leads to inhibition of cell growth and causes cell lysis.',\n", + " 'frequency': 240},\n", + " {'@id': 'severe acute respiratory syndrome',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'A viral respiratory infection caused by the SARS coronavirus. It is transmitted through close person-to-person contact. It is manifested with high fever, headache, dry cough and myalgias. It may progress to pneumonia and cause death.',\n", + " 'frequency': 857},\n", + " {'@id': 'candida parapsilosis',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'ORGANISM',\n", + " 'definition': 'A species of yeast in the genus Candida.',\n", + " 'frequency': 244},\n", + " {'@id': 'ciliated bronchial epithelial cell',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'CELL_TYPE',\n", + " 'definition': 'A columnar-shaped cell found in the epithelium of the lobular bronchiole. Each cell contains 200-300 cilia 5-8 mm long. The cilia are part of the mucociliary system, which extends through the tracheobronchial tree and into the respiratory bronchioles. This system protects the respiratory surface from dirt and airborne infection and represents the principal mechanism of defense in the respiratory tract. The cilia beat in unison (about 1,000 strokes per minute) and in a wave-like fashion, thereby propelling mucus and entrapped foreign material toward the oropharynx for expectoration or swallowing.',\n", + " 'frequency': 271},\n", + " {'@id': 'cystic fibrosis pulmonary exacerbation',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'DISEASE',\n", + " 'definition': 'An acute episode of worsening pulmonary symptoms related to cystic fibrosis.',\n", + " 'frequency': 260},\n", + " {'@id': 'caax prenyl protease 2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'CAAX prenyl protease 2 (329 aa, ~36 kDa) is encoded by the human RCE1 gene. This protein is involved in the removal of prenylated peptides from proteins.',\n", + " 'frequency': 268},\n", + " {'@id': 'transmembrane protease serine 2',\n", + " '@type': 'Entity',\n", + " 'entity_type': 'PROTEIN',\n", + " 'definition': 'Transmembrane protease serine 2 (492 aa, ~54 kDa) is encoded by the human TMPRSS2 gene. This protein plays a role in proteolysis.',\n", + " 'frequency': 573}],\n", + " 'edges': [{'@source_id': 'surfactant protein d measurement',\n", + " '@target_id': 'microorganism',\n", + " 'frequency': 19,\n", + " 'npmi': 0.23526336881586654},\n", + " {'@source_id': 'surfactant protein d measurement',\n", + " '@target_id': 'lung',\n", + " 'frequency': 93,\n", + " 'npmi': 0.22139516073827636},\n", + " {'@source_id': 'surfactant protein d measurement',\n", + " '@target_id': 'alveolar',\n", + " 'frequency': 25,\n", + " 'npmi': 0.33617462736119064},\n", + " {'@source_id': 'surfactant protein d measurement',\n", + " '@target_id': 'epithelial cell',\n", + " 'frequency': 9,\n", + " 'npmi': 0.17592299439043887},\n", + " {'@source_id': 'surfactant protein d measurement',\n", + " '@target_id': 'molecule',\n", + " 'frequency': 10,\n", + " 'npmi': 0.11361075621635051},\n", + " {'@source_id': 'surfactant protein d measurement',\n", + " '@target_id': 'neutrophil',\n", + " 'frequency': 25,\n", + " 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17,\n", + " 'npmi': 0.104179767601007},\n", + " {'@source_id': 'microorganism',\n", + " '@target_id': 'tissue',\n", + " 'frequency': 61,\n", + " 'npmi': 0.1091901327286774},\n", + " {'@source_id': 'microorganism',\n", + " '@target_id': 'immunodeficiency',\n", + " 'frequency': 12,\n", + " 'npmi': 0.13262949890233774},\n", + " ...],\n", + " 'node_property_types': {'@type': 'category',\n", + " 'entity_type': 'category',\n", + " 'definition': 'text',\n", + " 'paragraphs': 'category',\n", + " 'frequency': 'category'},\n", + " 'edge_property_types': {'frequency': 'numeric', 'npmi': 'numeric'}}" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "graph.to_json()" + ] + }, + { + "cell_type": "markdown", + "id": "1430a3cf", + "metadata": {}, + "source": [ + "Finally, prediction pipeline can be launched as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "4e70af9a", + "metadata": {}, + "outputs": [ + { + 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0.03404352068901062,\n", + " 0.035024940967559814,\n", + " 0.04551157355308533,\n", + " 0.15715959668159485,\n", + " 0.05482840538024902,\n", + " 0.059460610151290894,\n", + " 0.047542303800582886]]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "attri2vec_pipeline.run_prediction(graph)" + ] + }, + { + "cell_type": "markdown", + "id": "981aae9f", + "metadata": {}, + "source": [ + "In the previous example we used" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "65be6e29", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Caught the following error: \n", + "Initial vectors must be provied (scikit learn indices are not updatable) \n" + ] + } + ], + "source": [ + "try:\n", + " sklearn_similarity_processor = SimilarityProcessor(\n", + " ScikitLearnSimilarityIndex(\n", + " similarity=\"poincare\", dimension=D,\n", + " index_type=\"ballktree\", leaf_size=10)\n", + " )\n", + "except SimilarityIndex.SimilarityException as e:\n", + " print(\"Caught the following error: \")\n", + " print(e)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "074f2798", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "link_classification: using 'ip' method to combine node embeddings into edge embeddings\n" + ] + } + ], + "source": [ + "transformed_graph = definition_encoder.fit_transform(graph)\n", + "embedding = attri2vec_embedder.fit_model(transformed_graph)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "8ad0a89d", + "metadata": {}, + "outputs": [], + "source": [ + "sklearn_similarity_processor = SimilarityProcessor(\n", + " ScikitLearnSimilarityIndex(\n", + " similarity=\"poincare\", dimension=D,\n", + " initial_vectors=embedding[\"embedding\"].tolist(),\n", + " index_type=\"ballktree\", leaf_size=10))" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "28ed1b09", + "metadata": {}, + "outputs": [], + "source": [ + "attri2vec_sklearn_pipeline = EmbeddingPipeline(\n", + " preprocessor=definition_encoder,\n", + " embedder=attri2vec_embedder,\n", + " similarity_processor=sklearn_similarity_processor)" + ] + }, + { + "cell_type": "markdown", + "id": "f7c27350", + "metadata": {}, + "source": [ + "## Pushing models to the catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3072c469", + "metadata": {}, + "outputs": [], + "source": [ + "import getpass\n", + "import jwt\n", + "\n", + "from kgforge.core import KnowledgeGraphForge\n", + "from kgforge.specializations.resources import Dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a26d31f8", + "metadata": {}, + "outputs": [], + "source": [ + "FORGE_CONFIG_FILE = \"../services/embedder/configs/forge_configs/prod-forge-nexus.yml\"" + ] + }, + { + "cell_type": "markdown", + "id": "5c19310b", + "metadata": {}, + "source": [ + "Get your token from https://staging.nexus.ocp.bbp.epfl.ch/" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8e0cc120", + "metadata": {}, + "outputs": [], + "source": [ + "TOKEN = getpass.getpass()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8912e89f", + "metadata": {}, + "outputs": [], + "source": [ + "forge = KnowledgeGraphForge(FORGE_CONFIG_FILE, token=TOKEN)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "70e5aede", + "metadata": {}, + "outputs": [], + "source": [ + "def get_agent(token):\n", + " agent_data = jwt.decode(token, verify=False)\n", + " agent = forge.reshape(\n", + " forge.from_json(agent_data), keep=[\n", + " \"name\", \"email\", \"sub\", \"preferred_username\"])\n", + " agent.id = agent.sub\n", + " agent.type = \"Person\"\n", + " return agent" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f6a41e9d", + "metadata": {}, + "outputs": [], + "source": [ + "def push_model(forge, agent, name, description, distribution):\n", + " # Create a new model resource\n", + " model_resource = Dataset(\n", + " forge,\n", + " name=name,\n", + " description=description)\n", + " model_resource.type = [\"Dataset\", \"EmbeddingModel\"]\n", + " # Add distrubution\n", + " model_resource.add_distribution(\n", + " distribution, content_type=\"application/octet-stream\")\n", + " # Add contribution\n", + " model_resource.add_contribution(agent, versioned=False)\n", + " model_resource.contribution.hadRole = \"Engineer\"\n", + "\n", + " forge.register(model_resource)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a7f3dab3", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "agent = get_agent(TOKEN)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "394896f8", + "metadata": {}, + "outputs": [], + "source": [ + "push_model(\n", + " forge, agent, \"New test attri2vec model\",\n", + " \"Node embedding model built on the Covid dataset\", \"../data/attri2vec_test_model.zip\")" + ] + }, + { + "cell_type": "markdown", + "id": "949d7d93", + "metadata": {}, + "source": [ + "## Get existing models" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "15421adb", + "metadata": {}, + "outputs": [], + "source": [ + "def retrieve_all_model_resources(forge):\n", + " \"\"\"Retrieve all models from the catalog.\"\"\"\n", + " query = \"\"\"\n", + " SELECT ?id\n", + " WHERE {\n", + " ?id a ;\n", + " false.\n", + " }\n", + " \"\"\"\n", + " resources = forge.sparql(query, limit=1000)\n", + " return [\n", + " forge.retrieve(r.id) for r in resources\n", + " ]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "747eace2", + "metadata": {}, + "outputs": [], + "source": [ + "models = retrieve_all_model_resources(forge)\n", + "for m in models:\n", + " print(m)" + ] + }, + { + "cell_type": "markdown", + "id": "8e63abf7", + "metadata": {}, + "source": [ + "## Update an existing model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "216dcf9d", + "metadata": {}, + "outputs": [], + "source": [ + "def retrieve_model_resource(forge, model_name):\n", + " \"\"\"Retrieve model resource by its name.\"\"\"\n", + " query = f\"\"\"\n", + " SELECT ?id\n", + " WHERE {{\n", + " ?id a ;\n", + " name \"{model_name}\";\n", + " false.\n", + " }}\n", + " \"\"\"\n", + " resources = forge.sparql(query, limit=1)\n", + " if resources and len(resources) > 0:\n", + " resource = forge.retrieve(resources[0].id)\n", + " return resource" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "237bec6c", + "metadata": {}, + "outputs": [], + "source": [ + "def update_model(forge, name, description=None, distribution=None):\n", + " # Try retreiving model resource\n", + " model_resource = retrieve_model_resource(forge, name)\n", + " if model_resource:\n", + " # Update an existing model\n", + " if description:\n", + " model_resource.description = description\n", + " if distribution:\n", + " model_resource.distribution = forge.attach(\n", + " distribution, content_type=\"application/octet-stream\")\n", + " forge.update(model_resource)\n", + " else:\n", + " raise ValueError(\"Model node found\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6b8dc492", + "metadata": {}, + "outputs": [], + "source": [ + "update_model(forge, \"New test attri2vec model\", description=\"Updated description of the test model\")" + ] + }, + { + "cell_type": "markdown", + "id": "9ca846eb", + "metadata": {}, + "source": [ + "## Delete a model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5b0b88aa", + "metadata": {}, + "outputs": [], + "source": [ + "def deprecate_resource(forge, resource):\n", + " \"\"\"Deprecate the resource together with its distribution.\"\"\"\n", + " base = resource.id.rsplit('/', 1)[0]\n", + " file_id = resource.distribution.contentUrl.rsplit('/', 1)[1]\n", + " file = forge.retrieve(f\"{base}/{file_id}\")\n", + "\n", + " forge.deprecate(resource)\n", + " forge.deprecate(file)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7cdc008b", + "metadata": {}, + "outputs": [], + "source": [ + "model_resource = retrieve_model_resource(forge, \"New test attri2vec model\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e8af5096", + "metadata": {}, + "outputs": [], + "source": [ + "deprecate_resource(forge, model_resource)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "bg", + "language": "python", + "name": "bg" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/services/embedder/app.py b/services/embedder/app.py index 77345508..a66a31c4 100644 --- a/services/embedder/app.py +++ b/services/embedder/app.py @@ -306,18 +306,18 @@ def handle_similar_points_request(model_name): if request.method == 'GET': indices = params["resource_ids"] existing = True - similar_points, dist = pipeline.get_similar_points( - existing_indices=indices, k=k) + dist, similar_points = pipeline.get_neighbors( + existing_points=indices, k=k) else: content = request.get_json() if "resource_ids" in content: existing = True indices = content["resource_ids"] - similar_points, dist = pipeline.get_similar_points( - existing_indices=indices, k=k) + dist, similar_points = pipeline.get_neighbors( + existing_points=indices, k=k) elif "vectors" in content: vectors = content["vectors"] - similar_points, dist = pipeline.get_similar_points( + dist, similar_points = pipeline.get_neighbors( vectors=vectors, k=k) if existing: diff --git a/services/embedder/downloads/Attri2vec_test_model.zip b/services/embedder/downloads/Attri2vec_test_model.zip index 361fa593..8bb82902 100644 Binary files a/services/embedder/downloads/Attri2vec_test_model.zip and b/services/embedder/downloads/Attri2vec_test_model.zip differ diff --git a/services/embedder/downloads/Cord-19-NCIT-linking.zip b/services/embedder/downloads/Cord-19-NCIT-linking.zip index 00e21d5a..917af26d 100644 Binary files a/services/embedder/downloads/Cord-19-NCIT-linking.zip and b/services/embedder/downloads/Cord-19-NCIT-linking.zip differ diff --git a/services/embedder/examples/notebooks/Embedder API for node embedding.ipynb b/services/embedder/examples/notebooks/Embedder API for node embedding.ipynb index aee495fd..493db60b 100644 --- a/services/embedder/examples/notebooks/Embedder API for node embedding.ipynb +++ b/services/embedder/examples/notebooks/Embedder API for node embedding.ipynb @@ -102,7 +102,7 @@ "outputs": [], "source": [ "r = requests.get(\n", - " f'{ENDPOINT}/models/{MODEL_NAME}/info/preprocessor/')\n", + " f'{ENDPOINT}/models/{MODEL_NAME}/preprocessor/')\n", "print(r)\n", "r.json()" ] diff --git a/tests/downstream/test_data_structures.py b/tests/downstream/test_pipelines.py similarity index 55% rename from tests/downstream/test_data_structures.py rename to tests/downstream/test_pipelines.py index de235cbd..c786bb35 100644 --- a/tests/downstream/test_data_structures.py +++ b/tests/downstream/test_pipelines.py @@ -5,7 +5,10 @@ from bluegraph.preprocess.encoders import ScikitLearnPGEncoder from bluegraph.preprocess.utils import TfIdfEncoder from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder -from bluegraph.downstream.similarity import SimilarityProcessor +from bluegraph.backends.gensim import GensimNodeEmbedder +from bluegraph.downstream.similarity import (FaissSimilarityIndex, + ScikitLearnSimilarityIndex, + SimilarityProcessor) from bluegraph.downstream import EmbeddingPipeline from bluegraph.core.embed.embedders import GraphElementEmbedder @@ -46,11 +49,14 @@ def test_embedding_pipeline(random_pgframe): "attri2vec", feature_vector_prop="features", edge_weight="mi", **params) + sim_processor = SimilarityProcessor( + similarity_index=FaissSimilarityIndex( + similarity="cosine", dimension=D)) + attri2vec_pipeline = EmbeddingPipeline( preprocessor=encoder, embedder=attri2vec_embedder, - similarity_processor=SimilarityProcessor( - similarity="cosine", dimension=D)) + similarity_processor=sim_processor) attri2vec_pipeline.run_fitting(random_pgframe) attri2vec_pipeline.save( @@ -63,7 +69,46 @@ def test_embedding_pipeline(random_pgframe): embedder_ext="zip") pipeline.retrieve_embeddings(["0", "1"]) - pipeline.get_similar_points(existing_indices=["0", "1"], k=5) + pipeline.get_neighbors(existing_points=["0", "1"], k=5) + + +def test_poincare_embedding_pipeline(random_pgframe): + random_pgframe.rename_nodes({ + n: str(n) + for n in random_pgframe.nodes() + }) + + # Create an encoder + D = 32 + params = { + "size": 6, + "epochs": 100, + "negative": 3 + } + embedder = GensimNodeEmbedder( + "poincare", directed=True, **params) + embedding = embedder.fit_model(random_pgframe) + sim_processor = SimilarityProcessor( + ScikitLearnSimilarityIndex( + 64, similarity="poincare", leaf_size=20, + initial_vectors=embedding["embedding"].tolist()), + point_ids=embedding.index) + poincare_pipeline = EmbeddingPipeline( + embedder=embedder, + similarity_processor=sim_processor) + + # poincare_pipeline.run_fitting(random_pgframe) + poincare_pipeline.save( + "poincare_test_model", + compress=True) + + pipeline = EmbeddingPipeline.load( + "poincare_test_model.zip", + embedder_interface=GraphElementEmbedder, + embedder_ext="zip") + + pipeline.retrieve_embeddings(["0", "1"]) + pipeline.get_neighbors(existing_points=["0", "1"], k=5) def test_embedding_pipeline_with_prediction(random_words): @@ -75,8 +120,11 @@ def test_embedding_pipeline_with_prediction(random_words): }), embedder=None, similarity_processor=SimilarityProcessor( - similarity="euclidean", dimension=400, n_segments=10)) - pipeline.run_fitting(random_words, index=random_words) + similarity_index=FaissSimilarityIndex( + similarity="euclidean", dimension=400, n_segments=10) + ) + ) + pipeline.run_fitting(random_words, point_ids=random_words) assert(pipeline.is_inductive() and not pipeline.is_transductive()) res = pipeline.retrieve_embeddings( @@ -86,13 +134,13 @@ def test_embedding_pipeline_with_prediction(random_words): assert(table.shape[0] == len(random_words)) vectors = pipeline.run_prediction(["hello world"]) - ind, dist = pipeline.get_similar_points(vectors=vectors, k=10) + ind, dist = pipeline.get_neighbors(vectors=vectors, k=10) assert(ind[0].shape[0] > 0) vectors = pipeline.run_prediction( - ["hello world"], data_indices=["hello world"], + ["hello world"], data_point_ids=["hello world"], add_to_index=True) - assert("hello world" in pipeline.get_index()) + assert("hello world" in pipeline.get_point_ids()) - new_ind, dist = pipeline.get_similar_points( - existing_indices=["hello world"]) + new_ind, dist = pipeline.get_neighbors( + existing_points=["hello world"]) diff --git a/tests/downstream/test_similarity.py b/tests/downstream/test_similarity.py index d98b2c52..5811721d 100644 --- a/tests/downstream/test_similarity.py +++ b/tests/downstream/test_similarity.py @@ -17,10 +17,26 @@ import numpy as np from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder -from bluegraph.downstream.similarity import (SimilarityProcessor, +from bluegraph.downstream.similarity import (ScikitLearnSimilarityIndex, + FaissSimilarityIndex, + SimilarityProcessor, NodeSimilarityProcessor) +FAISS_INDEX_TEST_DATA = [ + ("euclidean", 1, True), + ("euclidean", 1, False), + ("euclidean", 10, True), + ("euclidean", 10, False), + ("cosine", 1, True), + ("cosine", 10, False) +] + +SKLEARN_INDEX_TEST_DATA = [ + ("euclidean"), + ("poincare") +] + def test_faiss_similarity_values(): a = [5, 0] @@ -32,39 +48,42 @@ def test_faiss_similarity_values(): initial_index = ["a", "b", "c", "d"] - sim = SimilarityProcessor( + index = FaissSimilarityIndex( dimension=2, similarity="euclidean", - initial_vectors=initial_vectors, - initial_index=initial_index) - ind, dist = sim.get_similar_points( - existing_indices=["a", "b"], k=4) + initial_vectors=initial_vectors) + + sim = SimilarityProcessor(index, point_ids=initial_index) + dist, ind = sim.get_neighbors( + existing_points=["a", "b"], k=4) assert(list(ind[0]) == ["a", "d", "c", "b"]) assert(dist[0][0] == 0) assert(list(ind[1]) == ["b", "c", "d", "a"]) assert(dist[1][0] == 0) - sim = SimilarityProcessor( + index = FaissSimilarityIndex( dimension=2, similarity="cosine", - initial_vectors=initial_vectors, - initial_index=initial_index) - ind, dist = sim.get_similar_points( - existing_indices=["a", "b"], k=4) + initial_vectors=initial_vectors) + sim = SimilarityProcessor( + index, point_ids=initial_index) + dist, ind = sim.get_neighbors( + existing_points=["a", "b"], k=4) assert(list(ind[0]) == ["a", "d", "c", "b"]) assert(dist[0][0] == 1.0) assert(list(ind[1]) == ["b", "c", "d", "a"]) assert(dist[1][0] == 1.0) - sim = SimilarityProcessor( + index = FaissSimilarityIndex( dimension=2, similarity="dot", - initial_vectors=initial_vectors, - initial_index=initial_index) - ind, dist = sim.get_similar_points( - existing_indices=["a", "b"], k=4) + initial_vectors=initial_vectors) + sim = SimilarityProcessor( + index, point_ids=initial_index) + dist, ind = sim.get_neighbors( + existing_points=["a", "b"], k=4) assert(list(ind[0]) == ["d", "a", "c", "b"]) assert(dist[0][0] == 25.0) @@ -72,103 +91,91 @@ def test_faiss_similarity_values(): assert(dist[1][0] == 25.0) -def test_plain_faiss_similarity(): - a = [5, 0] - b = [0, 5] - c = [3, 2] - d = [5, 0.5] - - initial_vectors = np.array([a, b, c, d]) - - initial_index = ["a", "b", "c", "d"] - - sim = SimilarityProcessor( - dimension=2, - similarity="euclidean", - initial_vectors=initial_vectors, - initial_index=initial_index) - - # Test the interface - sim.info() - vectors = sim.get_vectors(["a", "b"]) - assert(len(vectors) == 2) - sim.query_existing(existing_indices=["a", "b"]) - sim.query_new(vectors=[[0, 0], [1, 1]]) - sim.add(vectors=[[0, 0], [1, 1]], vector_indices=["e", "f"]) - assert("e" in sim.index and "f" in sim.index) - - with pytest.raises(SimilarityProcessor.SimilarityException): - sim.get_similar_points( - vectors=[[0.1, 1], [0.7, 0.25]], - # vector_indices=None, - k=10, add_to_index=True) - - sim.get_similar_points( - vectors=[[0.1, 1], [0.7, 0.25]], - vector_indices=["g", "h"], - k=10, add_to_index=True) - assert("g" in sim.index and "h" in sim.index) - - assert("not found" not in sim.index) - ind, dist = sim.get_similar_points( - existing_indices=["g", "not found", "h", "not found"]) - assert(ind[1] is None) - assert(ind[3] is None) - - -def test_segmented_faiss_similarity(): - N = 10000 - n_segments = 10 - vectors = np.random.rand(N, 2) - vectors = np.array(vectors).astype(np.float32) - - # Initial vectors specified - sim = SimilarityProcessor( - dimension=2, - similarity="euclidean", - initial_vectors=vectors, - initial_index=[ - f"element{ n + 1 }" for n in range(N)], - n_segments=n_segments) - ind, dist = sim.get_similar_points( - existing_indices=["element4", "element5"], k=4) - - # Initial vectors not specified - sim = SimilarityProcessor( - dimension=2, - similarity="euclidean", - # initial_vectors=vectors, - # initial_index=[ - # f"element{ n + 1 }" for n in range(N)], - n_segments=n_segments) - sim.add( - vectors=vectors, - vector_indices=[f"element{ n + 1 }" for n in range(N)]) - - # Test the interface - sim.info() - vectors = sim.get_vectors(["element1", "element2"]) - assert(len(vectors) == 2) - sim.query_existing(existing_indices=["element1", "element2"]) - sim.query_new(vectors=[[0, 0], [1, 1]]) - - sim.add(vectors=[[0, 0], [1, 1]], vector_indices=["new1", "new2"]) - assert("new1" in sim.index and "new2" in sim.index) - - with pytest.raises(SimilarityProcessor.SimilarityException): - sim.get_similar_points( - vectors=[[0.1, 1], [0.7, 0.25]], - # vector_indices=None, - k=10, add_to_index=True) - - sim.get_similar_points( - vectors=[[0.1, 1], [0.7, 0.25]], - vector_indices=["g", "h"], - k=10, add_to_index=True) - assert("g" in sim.index and "h" in sim.index) - sim.export("test_sim_proc.pkl", "test_sim_proc.faiss") - el = SimilarityProcessor.load( - "test_sim_proc.pkl", "test_sim_proc.faiss") +@pytest.mark.parametrize("similarity,n_segments,init", FAISS_INDEX_TEST_DATA) +def test_faiss_similarity_interface(similarity, n_segments, init): + d = 64 + initial_vectors = np.random.rand(100, 64) + new_vectors = np.random.rand(20, 64) + index = FaissSimilarityIndex( + d, similarity=similarity, n_segments=n_segments, + initial_vectors=initial_vectors if init is True else None) + index.add(new_vectors) + vector = index.reconstruct(0) + scores, points = index.search([vector], 10) + index.export("faiss.pkl", "faiss.faiss") + new_index = FaissSimilarityIndex.load("faiss.pkl", "faiss.faiss") + scores, points = new_index.search([vector], 10) + + +@pytest.mark.parametrize("similarity", SKLEARN_INDEX_TEST_DATA) +def test_sklearn_similarity_interface(similarity): + d = 64 + initial_vectors = np.random.rand(100, 64) + new_vectors = np.random.rand(20, 64) + + index = ScikitLearnSimilarityIndex( + d, similarity=similarity, + initial_vectors=initial_vectors) + + vector = index.reconstruct(0) + scores, points = index.search([vector], 10) + vector = new_vectors[0] + index.search([vector], 10) + index.export("sklearn.pkl", "sklearn.joblib") + new_index = ScikitLearnSimilarityIndex.load("sklearn.pkl", "sklearn.joblib") + scores, points = new_index.search([vector], 10) + + +def test_processors(): + d = 64 + initial_vectors = np.random.rand(100, 64) + point_names = [f"point{el}" for el in range(100)] + + indices = [ + FaissSimilarityIndex( + 64, similarity="euclidean", n_segments=10, + initial_vectors=initial_vectors), + ScikitLearnSimilarityIndex( + 64, similarity="poincare", leaf_size=20, + initial_vectors=initial_vectors) + ] + for index in indices: + processor = SimilarityProcessor(index, point_ids=point_names) + processor.info() + processor.export("index.pkl", "index") + processor = SimilarityProcessor.load("index.pkl", "index") + vectors = processor.get_vectors(point_names[:10]) + assert(len(vectors) == 10) + res = processor.query_existing(point_names[:10], 20) + res = processor.query_new(vectors, 20) + new_vectors = np.random.rand(20, processor.dimension) + try: + processor.add(new_vectors, + point_ids=[f"random_point{i + 1}" for i in range(20)]) + assert( + "random_point1" in processor.point_ids and + "random_point2" in processor.point_ids) + except NotImplementedError: + pass + res = processor.get_neighbors( + vectors=new_vectors, k=10) + res = processor.get_neighbors( + existing_points=point_names[:10], k=10) + + ind, dist = processor.get_neighbors( + existing_points=["point0", "a", "b"], k=10) + assert(ind[0] is not None) + assert(ind[1] is None) + assert(ind[2] is None) + + try: + new_vectors = np.random.rand(20, processor.dimension) + res = processor.get_neighbors( + vectors=new_vectors, k=10, + point_ids=[f"new_random_point{i + 1}" for i in range(20)], + add_to_index=True) + except NotImplementedError as e: + print(e) def test_node_similarity(random_pgframe): @@ -177,21 +184,40 @@ def test_node_similarity(random_pgframe): for n in random_pgframe.nodes() }) + # create embedding vectors node2vec_embedder = StellarGraphNodeEmbedder( "node2vec", edge_weight="mi", embedding_dimension=10, length=5, number_of_walks=10) node2vec_embedding = node2vec_embedder.fit_model(random_pgframe) random_pgframe.add_node_properties( node2vec_embedding.rename(columns={"embedding": "node2vec"})) + + # test node similarity + index_configs = { + "backend": "faiss", + "n_segments": 2 + } node2vec_l2 = NodeSimilarityProcessor( - random_pgframe, "node2vec", similarity="euclidean") + random_pgframe, vector_property="node2vec", similarity="euclidean", + index_configs=index_configs) node2vec_cosine = NodeSimilarityProcessor( - random_pgframe, "node2vec", similarity="cosine") - similar = node2vec_l2.get_similar_nodes(["0", "1"], k=10) + random_pgframe, vector_property="node2vec", similarity="cosine", + index_configs=index_configs) + node2vec_poincare = NodeSimilarityProcessor( + random_pgframe, vector_property="node2vec", similarity="poincare", + index_configs={ + "backend": "sklearn", "index_type": "balltree", "leaf_size": 10 + }) + + similar = node2vec_l2.get_neighbors(["0", "1"], k=10) + assert("0" in similar) + assert("1" in similar) + assert(len(similar["0"]) == 10 and len(similar["1"]) == 10) + similar = node2vec_cosine.get_neighbors(["0", "1"], k=10) assert("0" in similar) assert("1" in similar) assert(len(similar["0"]) == 10 and len(similar["1"]) == 10) - similar = node2vec_cosine.get_similar_nodes(["0", "1"], k=10) + similar = node2vec_poincare.get_neighbors(["0", "1"], k=10) assert("0" in similar) assert("1" in similar) assert(len(similar["0"]) == 10 and len(similar["1"]) == 10) diff --git a/tests/embed/test_node_embedding.py b/tests/embed/test_node_embedding.py index 72c3a52f..c8dc9d5c 100644 --- a/tests/embed/test_node_embedding.py +++ b/tests/embed/test_node_embedding.py @@ -17,6 +17,7 @@ from bluegraph.backends.stellargraph import StellarGraphNodeEmbedder from bluegraph.backends.neo4j import (Neo4jNodeEmbedder, pgframe_to_neo4j, Neo4jGraphView) +from bluegraph.backends.gensim import GensimNodeEmbedder def _execute(driver, query): @@ -267,3 +268,15 @@ def test_neo4j_node_embedder(node_embedding_test_graph, embedder.save("neo4j_sage_emedder", compress=True) embedder = Neo4jNodeEmbedder.load("neo4j_sage_emedder.zip") embedder.info() + + +def test_gensim_node_embedder(node_embedding_test_graph, + node_embedding_prediction_test_graph): + embedder = GensimNodeEmbedder( + "poincare", directed=True, size=6, epochs=100, negative=3) + embedding = embedder.fit_model(node_embedding_test_graph) + print(embedding) + assert(len(embedding["embedding"].iloc[0]) == 6) + assert( + set(node_embedding_test_graph.nodes()) == + set(embedding.index))