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I've been playing around with the ideas proposed in this paper as they are similar to some results that I am seeing.
In particular, I'm using a formation like this:
preds = .. #Assume preds have been generated by some ensemble/model to evaluate / fix up def test_is_better(preds, disagreement_index, new_prob): new_preds = preds.copy() new_preds [disagreement_index] = new_prob model_evaluator = lightgbm.LGBMRegressor() model_evaluator.fit(X_Unlabeled, new_preds) for i in range(5): model_evaluator_1 = lightgbm.LGBMRegressor() model_evaluator_1.fit(X_Unlabeled, model_evaluator_1.predict(X_Unlabeled)) model_evaluator = lightgbm.LGBMRegressor() model_evaluator.fit(X_Unlabeled, model_evaluator_1.predict(X_Unlabeled)) return roc_auc_score(y_holdout, model_evaluator.predict(X_holdout)) > BASE_ROC_AUC_SCORE
I'm finding it works for not just out of distribution data, but also somewhat for in distribution data as well.
What's interesting is that iterating on the model_evaluator is what is important and improves the accuracy of this metric.
The text was updated successfully, but these errors were encountered:
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I've been playing around with the ideas proposed in this paper as they are similar to some results that I am seeing.
In particular, I'm using a formation like this:
I'm finding it works for not just out of distribution data, but also somewhat for in distribution data as well.
What's interesting is that iterating on the model_evaluator is what is important and improves the accuracy of this metric.
The text was updated successfully, but these errors were encountered: