Machine Vision System - project (machine learning).ipynb

{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[{"file_id":"1dyBReLY0U1dDGTd17wsH_58cIlUJBR3w","timestamp":1701695221174}],"authorship_tag":"ABX9TyPwh2qh5EFxyt7gU3ClAyMn"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"code","source":["from google.colab import drive\n","drive.mount('/content/drive')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"lLrkC27Yw78d","executionInfo":{"status":"ok","timestamp":1701695455189,"user_tz":-540,"elapsed":20926,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"3b6afb24-0663-47ac-e018-8dc92c0085e9"},"execution_count":2,"outputs":[{"output_type":"stream","name":"stdout","text":["Mounted at /content/drive\n"]}]},{"cell_type":"code","execution_count":8,"metadata":{"id":"ntr0oydlvELT","executionInfo":{"status":"ok","timestamp":1701695590113,"user_tz":-540,"elapsed":362,"user":{"displayName":"전유진","userId":"11617671927685072567"}}},"outputs":[],"source":["import pandas as pd\n","import numpy as np\n","import matplotlib.pyplot as plt\n","import seaborn as sns\n","import plotly.express as px\n","import os\n","import cv2\n","\n","from sklearn.model_selection import train_test_split\n","from sklearn.metrics import confusion_matrix, ConfusionMatrixDisplay\n","\n","#from sklearn.preprocessing import LabelEncoder\n","#from sklearn.model_selection import train_test_split\n","\n","import warnings\n","warnings.filterwarnings(\"ignore\")"]},{"cell_type":"markdown","source":["### Exploring Data and preprocessing"],"metadata":{"id":"WJRg_NX2veVV"}},{"cell_type":"code","source":["class_names=['Diseased','Healthy']\n","flat_data_arr=[] #input array\n","target_arr=[] #output array\n","data_dir='/content/drive/MyDrive/Colab Notebooks/machine vision system project'\n","\n","#path which contains all the class_names of images\n","for i in class_names:\n","\n","    print(f'loading... category : {i}')\n","    path=os.path.join(data_dir,i)\n","    print(path)\n","    for img in os.listdir(path):\n","        img_array=cv2.imread(os.path.join(path,img))\n","        flat_data_arr.append(img_array.flatten())\n","        target_arr.append(class_names.index(i))\n","    print(f'loaded category:{i} successfully')\n","\n","flat_data=np.array(flat_data_arr)\n","target=np.array(target_arr)\n","df=pd.DataFrame(flat_data) #dataframe\n","df['Target']=target\n","\n","x=df.iloc[:,:-1] #input data\n","y=df.iloc[:,-1] #output data\n","\n","print(\"x:\",x.shape)\n","print(\"y:\",y.shape)\n","\n","x_train,x_test,y_train,y_test=train_test_split(x,y,test_size=.20,random_state=77,stratify=y)\n","\n","print('Splitted Successfully')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"G_ERushs8SOb","executionInfo":{"status":"ok","timestamp":1701695933750,"user_tz":-540,"elapsed":1601,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"db2f5a82-faab-4d44-f04f-d4771704b018"},"execution_count":15,"outputs":[{"output_type":"stream","name":"stdout","text":["loading... category : Diseased\n","/content/drive/MyDrive/Colab Notebooks/machine vision system project/Diseased\n","loaded category:Diseased successfully\n","loading... category : Healthy\n","/content/drive/MyDrive/Colab Notebooks/machine vision system project/Healthy\n","loaded category:Healthy successfully\n","x: (421, 30000)\n","y: (421,)\n","Splitted Successfully\n"]}]},{"cell_type":"code","source":["x_train.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":235},"id":"R0BjRO2m-QIN","executionInfo":{"status":"ok","timestamp":1701695937432,"user_tz":-540,"elapsed":390,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"d1970026-e600-49df-a08f-a9c3890125ad"},"execution_count":16,"outputs":[{"output_type":"execute_result","data":{"text/plain":["     0      1      2      3      4      5      6      7      8      9      \\\n","223    248    222    206    249    223    207    253    221    208    253   \n","266    253    253    253    253    253    253    253    253    253    253   \n","352    183    160    152    183    160    152    183    160    152    183   \n","325    172    138    132    172    138    132    172    138    132    172   \n","386    188    158    153    188    158    153    190    158    153    190   \n","\n","     ...  29990  29991  29992  29993  29994  29995  29996  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classifier\n","from sklearn.metrics import confusion_matrix, accuracy_score             # Model evaluation metrics\n","from sklearn.svm import SVC                                              # Support Vector Classifier\n","from sklearn.tree import DecisionTreeClassifier                          # Decision Tree classifier\n","from sklearn.ensemble import RandomForestClassifier                      # Random Forest classifier\n","from sklearn.ensemble import GradientBoostingClassifier                  # Gradient Boosting classifier"],"metadata":{"id":"VDhhUeBh-HAU","executionInfo":{"status":"ok","timestamp":1701695764158,"user_tz":-540,"elapsed":5,"user":{"displayName":"전유진","userId":"11617671927685072567"}}},"execution_count":11,"outputs":[]},{"cell_type":"markdown","source":["## 1) Logistic Regression"],"metadata":{"id":"QUy_N5Et_SUV"}},{"cell_type":"code","source":["lr = LogisticRegression(penalty='l1', solver = 'liblinear', random_state=42)\n","lr.fit(x_train, y_train)\n","\n","y_pred = lr.predict(x_test)\n","lr_train_acc = round(accuracy_score(y_train, lr.predict(x_train)) *100, 2)   # 소숫점 2자리로 반올림\n","lr_test_acc = round(accuracy_score(y_test, y_pred)*100, 2)\n","print('\\nAccuracy = ', lr_test_acc, ' %\\n')\n","\n","cm = confusion_matrix(y_test, y_pred)\n","sns.heatmap(cm, annot=True)\n","plt.title('Logistic Regression Confusion Matrix')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":525},"id":"3g4o9YPdAUdz","executionInfo":{"status":"ok","timestamp":1701696163616,"user_tz":-540,"elapsed":3275,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"5fc5063c-daa0-4fd1-d2b0-b1a99bc5fd19"},"execution_count":21,"outputs":[{"output_type":"stream","name":"stdout","text":["\n","Accuracy =  96.47  %\n","\n"]},{"output_type":"execute_result","data":{"text/plain":["Text(0.5, 1.0, 'Logistic Regression Confusion Matrix')"]},"metadata":{},"execution_count":21},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 2 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"markdown","source":["### 2) KNN"],"metadata":{"id":"ab6HQb9y_fCZ"}},{"cell_type":"code","source":["knn = KNeighborsClassifier(n_neighbors=5)\n","knn.fit(x_train, y_train)\n","\n","y_pred = knn.predict(x_test)\n","knn_train_acc = round(accuracy_score(y_train, lr.predict(x_train)) *100, 2)   # 소숫점 2자리로 반올림\n","knn_test_acc = round(accuracy_score(y_test, y_pred)*100, 2)\n","print('\\nAccuracy = ', knn_test_acc, ' %\\n')\n","\n","cm = confusion_matrix(y_test, y_pred)\n","sns.heatmap(cm, annot=True)\n","plt.title('K-Nearest-Neighbors Confusion Matrix')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":525},"id":"aCt5uQtp_hh-","executionInfo":{"status":"ok","timestamp":1701696168531,"user_tz":-540,"elapsed":2781,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"3a110159-b211-47f9-839c-29c8c6d3a08f"},"execution_count":22,"outputs":[{"output_type":"stream","name":"stdout","text":["\n","Accuracy =  95.29  %\n","\n"]},{"output_type":"execute_result","data":{"text/plain":["Text(0.5, 1.0, 'K-Nearest-Neighbors Confusion Matrix')"]},"metadata":{},"execution_count":22},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 2 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"markdown","source":["### 3) SVM"],"metadata":{"id":"LzycngKn_v_y"}},{"cell_type":"code","source":["ln_svm = SVC(kernel='linear')\n","ln_svm.fit(x_train, y_train)\n","y_pred = ln_svm.predict(x_test)\n","ln_svm_train_acc = round(accuracy_score(y_train, ln_svm.predict(x_train)) *100, 2)   # 소숫점 2자리로 반올림\n","ln_svm_test_acc = round(accuracy_score(y_test, y_pred)*100, 2)\n","print('\\nAccuracy = ', ln_svm_test_acc, ' %\\n')\n","\n","cm = confusion_matrix(y_test, y_pred)\n","sns.heatmap(cm, annot=True)\n","plt.title('Linear Support Vector Machine Confusion Matrix')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":525},"id":"zBaIbUDv_057","executionInfo":{"status":"ok","timestamp":1701696217323,"user_tz":-540,"elapsed":4300,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"0da2f223-14a2-419f-dacd-e8bb0336e71e"},"execution_count":23,"outputs":[{"output_type":"stream","name":"stdout","text":["\n","Accuracy =  100.0  %\n","\n"]},{"output_type":"execute_result","data":{"text/plain":["Text(0.5, 1.0, 'Linear Support Vector Machine Confusion Matrix')"]},"metadata":{},"execution_count":23},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 2 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"markdown","source":["## 4) Decision Tree"],"metadata":{"id":"A2DN2BM1_7xm"}},{"cell_type":"code","source":["tree = DecisionTreeClassifier(max_depth=5)\n","tree.fit(x_train, y_train)\n","\n","y_pred = tree.predict(x_test)\n","tree_train_acc = round(accuracy_score(y_train, tree.predict(x_train)) *100, 2)   # 소숫점 2자리로 반올림\n","tree_test_acc = round(accuracy_score(y_test, y_pred)*100, 2)\n","print('\\nAccuracy = ', tree_test_acc, ' %\\n')\n","\n","cm = confusion_matrix(y_test, y_pred)\n","sns.heatmap(cm, annot=True)\n","plt.title('Decision Tree Confusion Matrix')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":525},"id":"F5noPGzt_9gx","executionInfo":{"status":"ok","timestamp":1701696259610,"user_tz":-540,"elapsed":5388,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"b0a7c8bc-40a4-442d-b03c-abb9f820a74e"},"execution_count":24,"outputs":[{"output_type":"stream","name":"stdout","text":["\n","Accuracy =  96.47  %\n","\n"]},{"output_type":"execute_result","data":{"text/plain":["Text(0.5, 1.0, 'Decision Tree Confusion Matrix')"]},"metadata":{},"execution_count":24},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 2 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"markdown","source":["## 5) Random Forest"],"metadata":{"id":"1MKNE0wlADnY"}},{"cell_type":"code","source":["rdm_frst = RandomForestClassifier(n_estimators=5, random_state=10)\n","rdm_frst.fit(x_train, y_train)\n","\n","y_pred = rdm_frst.predict(x_test)\n","rdm_train_acc = round(accuracy_score(y_train, rdm_frst.predict(x_train)) *100, 2)   # 소숫점 2자리로 반올림\n","rdm_test_acc = round(accuracy_score(y_test, y_pred)*100, 2)\n","print('\\nAccuracy = ', rdm_test_acc, ' %\\n')\n","\n","cm = confusion_matrix(y_test, y_pred)\n","sns.heatmap(cm, annot=True)\n","plt.title('Random Forest Confusion Matrix')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":525},"id":"s73t-OraADXF","executionInfo":{"status":"ok","timestamp":1701696289636,"user_tz":-540,"elapsed":1966,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"d2e669d0-1c22-40d1-9196-4654cae03d19"},"execution_count":25,"outputs":[{"output_type":"stream","name":"stdout","text":["\n","Accuracy =  96.47  %\n","\n"]},{"output_type":"execute_result","data":{"text/plain":["Text(0.5, 1.0, 'Random Forest Confusion Matrix')"]},"metadata":{},"execution_count":25},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 2 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"markdown","source":["## 6) Gradient Boosting"],"metadata":{"id":"jqpbm5WVALgI"}},{"cell_type":"code","source":["gb = GradientBoostingClassifier(n_estimators=5, random_state=10)\n","gb.fit(x_train, y_train)\n","\n","y_pred = gb.predict(x_test)\n","gb_train_acc = round(accuracy_score(y_train, gb.predict(x_train)) *100, 2)   # 소숫점 2자리로 반올림\n","gb_test_acc = round(accuracy_score(y_test, y_pred)*100, 2)\n","print('\\nAccuracy = ', gb_test_acc, ' %\\n')\n","\n","cm = confusion_matrix(y_test, y_pred)\n","sns.heatmap(cm, annot=True)\n","plt.title('Gradient Boosting Confusion Matrix')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":525},"id":"anRW5a8cANsf","executionInfo":{"status":"ok","timestamp":1701696336182,"user_tz":-540,"elapsed":15326,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"b2bf78fc-65f1-4414-ba02-2440aab61dad"},"execution_count":26,"outputs":[{"output_type":"stream","name":"stdout","text":["\n","Accuracy =  91.76  %\n","\n"]},{"output_type":"execute_result","data":{"text/plain":["Text(0.5, 1.0, 'Gradient Boosting Confusion Matrix')"]},"metadata":{},"execution_count":26},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 2 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"markdown","source":["##  Comparing Classification Models"],"metadata":{"id":"XZO_pe6pAWPF"}},{"cell_type":"code","source":["models = pd.DataFrame({\n","    'Model': [\n","        'Logistic Regression','K Nearest Neighbors','Linear Support Vector Machines',\n","        'Decision Tree','Random Forest', 'Gradient Boosting'\n","    ],\n","    'Model Accuracy Score': [\n","       lr_test_acc,knn_test_acc,ln_svm_test_acc,tree_test_acc,rdm_test_acc,gb_test_acc\n","    ]\n","})\n","models.sort_values(by='Model Accuracy Score', ascending=False)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":237},"id":"f5JAhDjZAYTN","executionInfo":{"status":"ok","timestamp":1701696388143,"user_tz":-540,"elapsed":4,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"e3bcd30c-d90f-4798-82e4-3252abba7226"},"execution_count":28,"outputs":[{"output_type":"execute_result","data":{"text/plain":["                            Model  Model Accuracy Score\n","2  Linear Support Vector Machines                100.00\n","0             Logistic Regression                 96.47\n","3                   Decision Tree                 96.47\n","4                   Random Forest                 96.47\n","1             K Nearest Neighbors                 95.29\n","5               Gradient Boosting                 91.76"],"text/html":["\n","  <div id=\"df-e030b435-13d2-402e-9f51-72a07b057770\" class=\"colab-df-container\">\n","    <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>Model</th>\n","      <th>Model Accuracy Score</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>2</th>\n","      <td>Linear Support Vector Machines</td>\n","      <td>100.00</td>\n","    </tr>\n","    <tr>\n","      <th>0</th>\n","      <td>Logistic Regression</td>\n","      <td>96.47</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>Decision Tree</td>\n","      <td>96.47</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>Random Forest</td>\n","      <td>96.47</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>K Nearest Neighbors</td>\n","      <td>95.29</td>\n","    </tr>\n","    <tr>\n","      <th>5</th>\n","      <td>Gradient Boosting</td>\n","      <td>91.76</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e030b435-13d2-402e-9f51-72a07b057770')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg 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\"+class_names[probability_svm[0]])"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":424},"id":"4WO4sU8HBMtp","executionInfo":{"status":"ok","timestamp":1701697668322,"user_tz":-540,"elapsed":5,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"b7f87675-72be-4d22-cc08-abb98967cf7f"},"execution_count":44,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 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\n"},"metadata":{}},{"output_type":"stream","name":"stdout","text":["The predicted image is : Diseased\n"]}]},{"cell_type":"code","source":["img=cv2.imread(\"/content/drive/MyDrive/Colab Notebooks/machine vision system project/Diseased/r2_a27.jpg\")\n","img = cv2.cvtColor(img, cv2.COLOR_BGR2RGB) #brg->rgb\n","plt.imshow(img)\n","plt.axis('off')\n","plt.show()\n","\n","sample=[img.flatten()]\n","probability_svm=ln_svm.predict(sample)\n","print(\"The predicted image is : \"+class_names[probability_svm[0]])"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":424},"id":"3m1ZU4QGEi4d","executionInfo":{"status":"ok","timestamp":1701697684047,"user_tz":-540,"elapsed":593,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"22c39af5-2c39-4a5a-9b10-3ac56f547138"},"execution_count":45,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 Axes>"],"image/png":"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\n"},"metadata":{}},{"output_type":"stream","name":"stdout","text":["The predicted image is : Diseased\n"]}]},{"cell_type":"code","source":["img=cv2.imread(\"/content/drive/MyDrive/Colab Notebooks/machine vision system project/Healthy/r3_1 (25).jpg\")\n","img = cv2.cvtColor(img, cv2.COLOR_BGR2RGB) #brg->rgb\n","plt.imshow(img)\n","plt.axis('off')\n","plt.show()\n","\n","sample=[img.flatten()]\n","probability_svm=ln_svm.predict(sample)\n","print(\"The predicted image is : \"+class_names[probability_svm[0]])"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":424},"id":"6G6ErpEpFoHo","executionInfo":{"status":"ok","timestamp":1701697730956,"user_tz":-540,"elapsed":659,"user":{"displayName":"전유진","userId":"11617671927685072567"}},"outputId":"db581d00-a008-4cb5-8c74-556e053c3836"},"execution_count":46,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 Axes>"],"image/png":"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\n"},"metadata":{}},{"output_type":"stream","name":"stdout","text":["The predicted image is : Healthy\n"]}]}]}