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December 24, 2020 03:05
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How to choose the optimal threshold for imbalanced classification
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| # Array for finding the optimal threshold | |
| thresholds = np.arange(0.0, 1.0, 0.0001) | |
| fscore = np.zeros(shape=(len(thresholds))) | |
| print('Length of sequence: {}'.format(len(thresholds))) | |
| # Fit the model | |
| for index, elem in enumerate(thresholds): | |
| # Corrected probabilities | |
| y_pred_prob = (y_pred > elem).astype('int') | |
| # Calculate the f-score | |
| fscore[index] = f1_score(y_test, y_pred_prob) | |
| # Find the optimal threshold | |
| index = np.argmax(fscore) | |
| thresholdOpt = round(thresholds[index], ndigits = 4) | |
| fscoreOpt = round(fscore[index], ndigits = 4) | |
| print('Best Threshold: {} with F-Score: {}'.format(thresholdOpt, fscoreOpt)) | |
| # Plot the threshold tuning | |
| df_threshold_tuning = pd.DataFrame({'F-score':fscore, | |
| 'Threshold':thresholds}) | |
| df_threshold_tuning.head() | |
| plotnine.options.figure_size = (8, 4.8) | |
| ( | |
| ggplot(data = df_threshold_tuning)+ | |
| geom_point(aes(x = 'Threshold', | |
| y = 'F-score'), | |
| size = 0.4)+ | |
| # Best threshold | |
| geom_point(aes(x = thresholdOpt, | |
| y = fscoreOpt), | |
| color = '#981220', | |
| size = 4)+ | |
| geom_line(aes(x = 'Threshold', | |
| y = 'F-score'))+ | |
| # Annotate the text | |
| geom_text(aes(x = thresholdOpt, | |
| y = fscoreOpt), | |
| label = 'Optimal threshold \n for class: {}'.format(thresholdOpt), | |
| nudge_x = 0, | |
| nudge_y = -0.10, | |
| size = 10, | |
| fontstyle = 'italic')+ | |
| labs(title = 'Threshold Tuning Curve')+ | |
| xlab('Threshold')+ | |
| ylab('F-score')+ | |
| theme_minimal() | |
| ) |
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