{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Example: Holdout set\n", "----------------------\n", "\n", "This example shows when and how to use ATOM's holdout set in an exploration pipeline.\n", "\n", "The data used is a variation on the [Australian weather dataset](https://www.kaggle.com/jsphyg/weather-dataset-rattle-package) from Kaggle. You can download it from [here](https://github.com/tvdboom/ATOM/blob/master/examples/datasets/weatherAUS.csv). The goal of this dataset is to predict whether or not it will rain tomorrow training a binary classifier on target `RainTomorrow`." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load the data" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# Import packages\n", "import pandas as pd\n", "from atom import ATOMClassifier" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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LocationMinTempMaxTempRainfallEvaporationSunshineWindGustDirWindGustSpeedWindDir9amWindDir3pm...Humidity9amHumidity3pmPressure9amPressure3pmCloud9amCloud3pmTemp9amTemp3pmRainTodayRainTomorrow
0MelbourneAirport18.026.921.47.08.9SSE41.0WSSE...95.054.01019.51017.08.05.018.526.0Yes0
1Adelaide17.223.40.0NaNNaNS41.0SWSW...59.036.01015.71015.7NaNNaN17.721.9No0
2Cairns18.624.67.43.06.1SSE54.0SSESE...78.057.01018.71016.63.03.020.824.1Yes0
3Portland13.616.84.21.20.0ESE39.0ESEESE...76.074.01021.41020.57.08.015.616.0Yes1
4Walpole16.419.90.0NaNNaNSE44.0SESE...78.070.01019.41018.9NaNNaN17.418.1No0
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5 rows × 22 columns

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" ], "text/plain": [ " Location MinTemp MaxTemp Rainfall Evaporation Sunshine \\\n", "0 MelbourneAirport 18.0 26.9 21.4 7.0 8.9 \n", "1 Adelaide 17.2 23.4 0.0 NaN NaN \n", "2 Cairns 18.6 24.6 7.4 3.0 6.1 \n", "3 Portland 13.6 16.8 4.2 1.2 0.0 \n", "4 Walpole 16.4 19.9 0.0 NaN NaN \n", "\n", " WindGustDir WindGustSpeed WindDir9am WindDir3pm ... Humidity9am \\\n", "0 SSE 41.0 W SSE ... 95.0 \n", "1 S 41.0 S WSW ... 59.0 \n", "2 SSE 54.0 SSE SE ... 78.0 \n", "3 ESE 39.0 ESE ESE ... 76.0 \n", "4 SE 44.0 SE SE ... 78.0 \n", "\n", " Humidity3pm Pressure9am Pressure3pm Cloud9am Cloud3pm Temp9am \\\n", "0 54.0 1019.5 1017.0 8.0 5.0 18.5 \n", "1 36.0 1015.7 1015.7 NaN NaN 17.7 \n", "2 57.0 1018.7 1016.6 3.0 3.0 20.8 \n", "3 74.0 1021.4 1020.5 7.0 8.0 15.6 \n", "4 70.0 1019.4 1018.9 NaN NaN 17.4 \n", "\n", " Temp3pm RainToday RainTomorrow \n", "0 26.0 Yes 0 \n", "1 21.9 No 0 \n", "2 24.1 Yes 0 \n", "3 16.0 Yes 1 \n", "4 18.1 No 0 \n", "\n", "[5 rows x 22 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Load data\n", "X = pd.read_csv(\"./datasets/weatherAUS.csv\")\n", "\n", "# Let's have a look\n", "X.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Run the pipeline" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "<< ================== ATOM ================== >>\n", "Algorithm task: binary classification.\n", "\n", "Dataset stats ==================== >>\n", "Shape: (56877, 22)\n", "Memory: 24.67 MB\n", "Scaled: False\n", "Missing values: 127804 (10.2%)\n", "Categorical features: 5 (23.8%)\n", "Duplicate samples: 13 (0.0%)\n", "-------------------------------------\n", "Train set size: 42658\n", "Test set size: 14219\n", "Holdout set size: 14219\n", "-------------------------------------\n", "| | dataset | train | test |\n", "| - | ------------- | ------------- | ------------- |\n", "| 0 | 44085 (3.4) | 33064 (3.4) | 11021 (3.4) |\n", "| 1 | 12792 (1.0) | 9594 (1.0) | 3198 (1.0) |\n", "\n" ] } ], "source": [ "# Initialize atom specifying a fraction of the dataset for holdout\n", "atom = ATOMClassifier(X, n_rows=0.5, holdout_size=0.2, verbose=2)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Length loaded data: 142193\n", "Length dataset + holdout: 71096\n" ] } ], "source": [ "# The test and holdout fractions are split after subsampling the dataset\n", "# Also note that the holdout data set is not a part of atom's dataset\n", "print(\"Length loaded data:\", len(X))\n", "print(\"Length dataset + holdout:\", len(atom.dataset) + len(atom.holdout))" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fitting Imputer...\n", "Imputing missing values...\n", " --> Dropping 265 samples due to missing values in feature MinTemp.\n", " --> Dropping 134 samples due to missing values in feature MaxTemp.\n", " --> Dropping 567 samples due to missing values in feature Rainfall.\n", " --> Dropping 24603 samples due to missing values in feature Evaporation.\n", " --> Dropping 27348 samples due to missing values in feature Sunshine.\n", " --> Dropping 3748 samples due to missing values in feature WindGustDir.\n", " --> Dropping 3724 samples due to missing values in feature WindGustSpeed.\n", " --> Dropping 4044 samples due to missing values in feature WindDir9am.\n", " --> Dropping 1518 samples due to missing values in feature WindDir3pm.\n", " --> Dropping 550 samples due to missing values in feature WindSpeed9am.\n", " --> Dropping 1062 samples due to missing values in feature WindSpeed3pm.\n", " --> Dropping 749 samples due to missing values in feature Humidity9am.\n", " --> Dropping 1464 samples due to missing values in feature Humidity3pm.\n", " --> Dropping 5630 samples due to missing values in feature Pressure9am.\n", " --> Dropping 5643 samples due to missing values in feature Pressure3pm.\n", " --> Dropping 21665 samples due to missing values in feature Cloud9am.\n", " --> Dropping 23040 samples due to missing values in feature Cloud3pm.\n", " --> Dropping 381 samples due to missing values in feature Temp9am.\n", " --> Dropping 1102 samples due to missing values in feature Temp3pm.\n", " --> Dropping 567 samples due to missing values in feature RainToday.\n", "Fitting Encoder...\n", "Encoding categorical columns...\n", " --> LeaveOneOut-encoding feature Location. Contains 26 classes.\n", " --> LeaveOneOut-encoding feature WindGustDir. Contains 16 classes.\n", " --> LeaveOneOut-encoding feature WindDir9am. Contains 16 classes.\n", " --> LeaveOneOut-encoding feature WindDir3pm. Contains 16 classes.\n", " --> Ordinal-encoding feature RainToday. Contains 2 classes.\n" ] } ], "source": [ "atom.impute()\n", "atom.encode()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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LocationMinTempMaxTempRainfallEvaporationSunshineWindGustDirWindGustSpeedWindDir9amWindDir3pm...Humidity9amHumidity3pmPressure9amPressure3pmCloud9amCloud3pmTemp9amTemp3pmRainTodayRainTomorrow
0SalmonGums7.413.51.6NaNNaNNW22.0SEW...92.093.0NaNNaNNaNNaN12.011.2Yes1
1MountGinini-0.51.80.0NaNNaNNE37.0ENEENE...97.088.0NaNNaNNaNNaN0.50.9No0
2Watsonia8.224.50.05.211.1SSW30.0NaNSSW...92.040.01024.51023.11.03.011.324.2No0
3Williamtown16.122.61.81.80.3E41.0EENE...65.076.01029.21028.37.08.021.120.2Yes1
4PearceRAAF13.924.60.6NaN11.9WSW44.0SWSW...66.047.01006.71006.77.04.018.823.0No0
..................................................................
14214CoffsHarbour5.420.80.02.210.3NE39.0SWNE...78.061.01023.61020.60.01.014.520.2No1
14215BadgerysCreek3.217.60.0NaNNaNSW28.0WSWS...80.047.01019.31017.9NaNNaN9.916.6No0
14216Albany15.523.60.07.49.2NaNNaNEESE...71.070.01020.51016.12.03.017.521.5No0
14217SydneyAirport15.333.50.08.010.6NW41.0NNW...26.014.01014.21010.72.00.025.132.1No0
14218WaggaWagga23.734.80.014.8NaNWSW43.0WSWWSW...45.035.01009.41008.91.02.028.932.8No0
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14219 rows × 22 columns

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" ], "text/plain": [ " Location MinTemp MaxTemp Rainfall Evaporation Sunshine \\\n", "0 SalmonGums 7.4 13.5 1.6 NaN NaN \n", "1 MountGinini -0.5 1.8 0.0 NaN NaN \n", "2 Watsonia 8.2 24.5 0.0 5.2 11.1 \n", "3 Williamtown 16.1 22.6 1.8 1.8 0.3 \n", "4 PearceRAAF 13.9 24.6 0.6 NaN 11.9 \n", "... ... ... ... ... ... ... \n", "14214 CoffsHarbour 5.4 20.8 0.0 2.2 10.3 \n", "14215 BadgerysCreek 3.2 17.6 0.0 NaN NaN \n", "14216 Albany 15.5 23.6 0.0 7.4 9.2 \n", "14217 SydneyAirport 15.3 33.5 0.0 8.0 10.6 \n", "14218 WaggaWagga 23.7 34.8 0.0 14.8 NaN \n", "\n", " WindGustDir WindGustSpeed WindDir9am WindDir3pm ... Humidity9am \\\n", "0 NW 22.0 SE W ... 92.0 \n", "1 NE 37.0 ENE ENE ... 97.0 \n", "2 SSW 30.0 NaN SSW ... 92.0 \n", "3 E 41.0 E ENE ... 65.0 \n", "4 WSW 44.0 SW SW ... 66.0 \n", "... ... ... ... ... ... ... \n", "14214 NE 39.0 SW NE ... 78.0 \n", "14215 SW 28.0 WSW S ... 80.0 \n", "14216 NaN NaN E ESE ... 71.0 \n", "14217 NW 41.0 N NW ... 26.0 \n", "14218 WSW 43.0 WSW WSW ... 45.0 \n", "\n", " Humidity3pm Pressure9am Pressure3pm Cloud9am Cloud3pm Temp9am \\\n", "0 93.0 NaN NaN NaN NaN 12.0 \n", "1 88.0 NaN NaN NaN NaN 0.5 \n", "2 40.0 1024.5 1023.1 1.0 3.0 11.3 \n", "3 76.0 1029.2 1028.3 7.0 8.0 21.1 \n", "4 47.0 1006.7 1006.7 7.0 4.0 18.8 \n", "... ... ... ... ... ... ... \n", "14214 61.0 1023.6 1020.6 0.0 1.0 14.5 \n", "14215 47.0 1019.3 1017.9 NaN NaN 9.9 \n", "14216 70.0 1020.5 1016.1 2.0 3.0 17.5 \n", "14217 14.0 1014.2 1010.7 2.0 0.0 25.1 \n", "14218 35.0 1009.4 1008.9 1.0 2.0 28.9 \n", "\n", " Temp3pm RainToday RainTomorrow \n", "0 11.2 Yes 1 \n", "1 0.9 No 0 \n", "2 24.2 No 0 \n", "3 20.2 Yes 1 \n", "4 23.0 No 0 \n", "... ... ... ... \n", "14214 20.2 No 1 \n", "14215 16.6 No 0 \n", "14216 21.5 No 0 \n", "14217 32.1 No 0 \n", "14218 32.8 No 0 \n", "\n", "[14219 rows x 22 columns]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Unlike train and test, the holdout data set is not transformed until used for predictions\n", "atom.holdout" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Training ========================= >>\n", "Models: GNB, LR, RF\n", "Metric: f1\n", "\n", "\n", "Results for GaussianNB:\n", "Fit ---------------------------------------------\n", "Train evaluation --> f1: 0.5989\n", "Test evaluation --> f1: 0.6007\n", "Time elapsed: 0.041s\n", "-------------------------------------------------\n", "Total time: 0.041s\n", "\n", "\n", "Results for LogisticRegression:\n", "Fit ---------------------------------------------\n", "Train evaluation --> f1: 0.6062\n", "Test evaluation --> f1: 0.6133\n", "Time elapsed: 0.148s\n", "-------------------------------------------------\n", "Total time: 0.148s\n", "\n", "\n", "Results for RandomForest:\n", "Fit ---------------------------------------------\n", "Train evaluation --> f1: 1.0\n", "Test evaluation --> f1: 0.6229\n", "Time elapsed: 2.744s\n", "-------------------------------------------------\n", "Total time: 2.744s\n", "\n", "\n", "Final results ==================== >>\n", "Total time: 2.936s\n", "-------------------------------------\n", "GaussianNB --> f1: 0.6007\n", "LogisticRegression --> f1: 0.6133\n", "RandomForest --> f1: 0.6229 ~ !\n" ] } ], "source": [ "atom.run(models=[\"GNB\", \"LR\", \"RF\"])" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "atom.plot_prc()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Training ========================= >>\n", "Models: LR_tuned\n", "Metric: f1\n", "\n", "\n", "Running hyperparameter tuning for LogisticRegression...\n", "| trial | penalty | C | solver | max_iter | l1_ratio | f1 | best_f1 | time_trial | time_ht | state |\n", "| ----- | ------- | ------- | ------- | -------- | -------- | ------- | ------- | ---------- | ------- | -------- |\n", "| 0 | l1 | 4.2668 | saga | 920 | --- | 0.6033 | 0.6033 | 0.692s | 0.692s | COMPLETE |\n", "| 1 | none | --- | saga | 1000 | --- | 0.6102 | 0.6102 | 0.901s | 1.592s | COMPLETE |\n", "| 2 | l2 | 0.0295 | newto.. | 230 | --- | 0.5737 | 0.6102 | 0.593s | 2.185s | COMPLETE |\n", "| 3 | l2 | 0.038 | newto.. | 360 | --- | 0.6161 | 0.6161 | 0.571s | 2.756s | COMPLETE |\n", "| 4 | l2 | 7.0752 | sag | 260 | --- | 0.5997 | 0.6161 | 0.697s | 3.452s | COMPLETE |\n", "| 5 | l2 | 0.0011 | sag | 910 | --- | 0.54 | 0.6161 | 0.550s | 4.003s | COMPLETE |\n", "| 6 | none | --- | newto.. | 810 | --- | 0.5923 | 0.6161 | 0.557s | 4.559s | COMPLETE |\n", "| 7 | l1 | 0.9715 | libli.. | 350 | --- | 0.5865 | 0.6161 | 0.715s | 5.274s | COMPLETE |\n", "| 8 | l2 | 0.0013 | newto.. | 900 | --- | 0.5466 | 0.6161 | 0.540s | 5.814s | COMPLETE |\n", "| 9 | l1 | 0.0021 | saga | 260 | --- | 0.5022 | 0.6161 | 0.556s | 6.370s | COMPLETE |\n", "Hyperparameter tuning ---------------------------\n", "Best trial --> 3\n", "Best parameters:\n", " --> penalty: l2\n", " --> C: 0.038\n", " --> solver: newton-cg\n", " --> max_iter: 360\n", "Best evaluation --> f1: 0.6161\n", "Time elapsed: 6.370s\n", "Fit ---------------------------------------------\n", "Train evaluation --> f1: 0.6042\n", "Test evaluation --> f1: 0.6099\n", "Time elapsed: 0.169s\n", "-------------------------------------------------\n", "Total time: 6.539s\n", "\n", "\n", "Final results ==================== >>\n", "Total time: 6.566s\n", "-------------------------------------\n", "LogisticRegression --> f1: 0.6099\n" ] } ], "source": [ "# Based on the results on the test set, we select the best model for further tuning\n", "atom.run(\"lr_tuned\", n_trials=10)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Analyze the results" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We already used the test set to choose the best model for futher tuning, so this set is no longer truly independent. Although it may not be directly visible in the results, using the test set now to evaluate the tuned LR model would be a mistake, since it carries a bias. For this reason, we have set apart an extra, indepedent set to validate the final model: the holdout set. If we are not going to use the test set for validation, we might as well use it to train the model and so optimize the use of the available data. Use the full_train method for this." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fit ---------------------------------------------\n", "Train evaluation --> f1: 0.6062\n", "Test evaluation --> f1: 0.6123\n", "Time elapsed: 0.356s\n" ] } ], "source": [ "# Re-train the model on the full dataset (train + test) \n", "atom.lr_tuned.full_train()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "accuracy 0.8555\n", "average_precision 0.7229\n", "balanced_accuracy 0.7436\n", "f1 0.6255\n", "jaccard 0.4550\n", "matthews_corrcoef 0.5485\n", "precision 0.7396\n", "recall 0.5418\n", "roc_auc 0.8828\n", "Name: LR_tuned, dtype: float64" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Evaluate on the holdout set\n", "atom.lr_tuned.evaluate(dataset=\"holdout\")" ] }, { "cell_type": "code", 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", 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