{ "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", "\n", "Configuration ==================== >>\n", "Algorithm task: Binary classification.\n", "\n", "Dataset stats ==================== >>\n", "Shape: (56877, 22)\n", "Train set size: 42658\n", "Test set size: 14219\n", "Holdout set size: 14219\n", "-------------------------------------\n", "Memory: 10.01 MB\n", "Scaled: False\n", "Missing values: 127278 (10.2%)\n", "Categorical features: 5 (23.8%)\n", "Duplicates: 12 (0.0%)\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", " --> Imputing 247 missing values with mean (12.2) in column MinTemp.\n", " --> Imputing 127 missing values with mean (23.24) in column MaxTemp.\n", " --> Imputing 562 missing values with mean (2.4) in column Rainfall.\n", " --> Imputing 24510 missing values with mean (5.45) in column Evaporation.\n", " --> Imputing 27337 missing values with mean (7.61) in column Sunshine.\n", " --> Imputing 3715 missing values with most_frequent (W) in column WindGustDir.\n", " --> Imputing 3697 missing values with mean (39.99) in column WindGustSpeed.\n", " --> Imputing 3940 missing values with most_frequent (N) in column WindDir9am.\n", " --> Imputing 1509 missing values with most_frequent (SE) in column WindDir3pm.\n", " --> Imputing 539 missing values with mean (13.99) in column WindSpeed9am.\n", " --> Imputing 1060 missing values with mean (18.62) in column WindSpeed3pm.\n", " --> Imputing 708 missing values with mean (68.95) in column Humidity9am.\n", " --> Imputing 1479 missing values with mean (51.56) in column Humidity3pm.\n", " --> Imputing 5595 missing values with mean (1017.66) in column Pressure9am.\n", " --> Imputing 5584 missing values with mean (1015.26) in column Pressure3pm.\n", " --> Imputing 21602 missing values with mean (4.46) in column Cloud9am.\n", " --> Imputing 23024 missing values with mean (4.52) in column Cloud3pm.\n", " --> Imputing 359 missing values with mean (16.99) in column Temp9am.\n", " --> Imputing 1122 missing values with mean (21.68) in column Temp3pm.\n", " --> Imputing 562 missing values with most_frequent (No) in column RainToday.\n", "Fitting Encoder...\n", "Encoding categorical columns...\n", " --> Target-encoding feature Location. Contains 49 classes.\n", " --> Target-encoding feature WindGustDir. Contains 16 classes.\n", " --> Target-encoding feature WindDir9am. Contains 16 classes.\n", " --> Target-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
56877Launceston10.123.60.0NaNNaNNW26.0SSENW...71.049.01018.61014.9NaNNaN15.622.6No0
56878Tuggeranong3.814.615.8NaNNaNNW57.0NWNW...85.067.01008.11007.1NaNNaN10.711.5Yes0
56879MelbourneAirport7.719.90.43.04.7N52.0NN...75.042.01026.91024.37.06.012.018.2No0
56880GoldCoast22.028.00.0NaNNaNSE26.0SEESE...79.079.01014.81013.0NaNNaN25.626.2No1
56881Sydney8.219.33.00.89.9NNE33.0WNWNE...93.054.01033.11029.31.01.09.918.3Yes0
..................................................................
71091Newcastle16.230.20.0NaNNaNNaNNaNNESE...82.045.0NaNNaN2.06.019.930.0No0
71092Adelaide8.914.56.41.6NaNW61.0WWSW...87.084.01008.31008.7NaNNaN9.911.4Yes1
71093Brisbane19.726.32.47.22.8ENE37.0ESESE...64.063.01014.51013.07.07.025.125.1Yes1
71094Brisbane21.529.521.65.812.1E33.0ESEE...62.048.01017.51016.47.03.026.928.5Yes0
71095Cairns23.531.624.28.27.9SE48.0SSE...79.060.01011.31008.47.07.025.930.0Yes1
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14219 rows × 22 columns

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" ], "text/plain": [ " Location MinTemp MaxTemp Rainfall Evaporation Sunshine \\\n", "56877 Launceston 10.1 23.6 0.0 NaN NaN \n", "56878 Tuggeranong 3.8 14.6 15.8 NaN NaN \n", "56879 MelbourneAirport 7.7 19.9 0.4 3.0 4.7 \n", "56880 GoldCoast 22.0 28.0 0.0 NaN NaN \n", "56881 Sydney 8.2 19.3 3.0 0.8 9.9 \n", "... ... ... ... ... ... ... \n", "71091 Newcastle 16.2 30.2 0.0 NaN NaN \n", "71092 Adelaide 8.9 14.5 6.4 1.6 NaN \n", "71093 Brisbane 19.7 26.3 2.4 7.2 2.8 \n", "71094 Brisbane 21.5 29.5 21.6 5.8 12.1 \n", "71095 Cairns 23.5 31.6 24.2 8.2 7.9 \n", "\n", " WindGustDir WindGustSpeed WindDir9am WindDir3pm ... Humidity9am \\\n", "56877 NW 26.0 SSE NW ... 71.0 \n", "56878 NW 57.0 NW NW ... 85.0 \n", "56879 N 52.0 N N ... 75.0 \n", "56880 SE 26.0 SE ESE ... 79.0 \n", "56881 NNE 33.0 WNW NE ... 93.0 \n", "... ... ... ... ... ... ... \n", "71091 NaN NaN NE SE ... 82.0 \n", "71092 W 61.0 W WSW ... 87.0 \n", "71093 ENE 37.0 ESE SE ... 64.0 \n", "71094 E 33.0 ESE E ... 62.0 \n", "71095 SE 48.0 S SE ... 79.0 \n", "\n", " Humidity3pm Pressure9am Pressure3pm Cloud9am Cloud3pm Temp9am \\\n", "56877 49.0 1018.6 1014.9 NaN NaN 15.6 \n", "56878 67.0 1008.1 1007.1 NaN NaN 10.7 \n", "56879 42.0 1026.9 1024.3 7.0 6.0 12.0 \n", "56880 79.0 1014.8 1013.0 NaN NaN 25.6 \n", "56881 54.0 1033.1 1029.3 1.0 1.0 9.9 \n", "... ... ... ... ... ... ... \n", "71091 45.0 NaN NaN 2.0 6.0 19.9 \n", "71092 84.0 1008.3 1008.7 NaN NaN 9.9 \n", "71093 63.0 1014.5 1013.0 7.0 7.0 25.1 \n", "71094 48.0 1017.5 1016.4 7.0 3.0 26.9 \n", "71095 60.0 1011.3 1008.4 7.0 7.0 25.9 \n", "\n", " Temp3pm RainToday RainTomorrow \n", "56877 22.6 No 0 \n", "56878 11.5 Yes 0 \n", "56879 18.2 No 0 \n", "56880 26.2 No 1 \n", "56881 18.3 Yes 0 \n", "... ... ... ... \n", "71091 30.0 No 0 \n", "71092 11.4 Yes 1 \n", "71093 25.1 Yes 1 \n", "71094 28.5 Yes 0 \n", "71095 30.0 Yes 1 \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: 0.5822\n", "Test evaluation --> f1: 0.5868\n", "Time elapsed: 0.628s\n", "-------------------------------------------------\n", "Time: 0.628s\n", "\n", "\n", "Results for LogisticRegression:\n", "Fit ---------------------------------------------\n", "Train evaluation --> f1: 0.5783\n", "Test evaluation --> f1: 0.5833\n", "Time elapsed: 1.300s\n", "-------------------------------------------------\n", "Time: 1.300s\n", "\n", "\n", "Results for RandomForest:\n", "Fit ---------------------------------------------\n", "Train evaluation --> f1: 0.9999\n", "Test evaluation --> f1: 0.6106\n", "Time elapsed: 11.206s\n", "-------------------------------------------------\n", "Time: 11.206s\n", "\n", "\n", "Final results ==================== >>\n", "Total time: 14.419s\n", "-------------------------------------\n", "GaussianNB --> f1: 0.5868\n", "LogisticRegression --> f1: 0.5833\n", "RandomForest --> f1: 0.6106 ~ !\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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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "atom.plot_prc()" ] }, { "cell_type": "code", "execution_count": 9, "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 | l2 | 93.3326 | lbfgs | 120 | 0.9 | 0.565 | 0.565 | 1.089s | 1.089s | COMPLETE |\n", "| 1 | None | 13.0924 | newto.. | 980 | 0.7 | 0.5708 | 0.5708 | 1.047s | 2.136s | COMPLETE |\n", "| 2 | l2 | 64.7949 | sag | 830 | 0.4 | 0.5713 | 0.5713 | 1.275s | 3.411s | COMPLETE |\n", "| 3 | l2 | 0.0178 | newto.. | 170 | 0.9 | 0.5809 | 0.5809 | 1.084s | 4.495s | COMPLETE |\n", "| 4 | elast.. | 0.0087 | saga | 560 | 1.0 | 0.5713 | 0.5809 | 1.489s | 5.984s | COMPLETE |\n", "| 5 | l2 | 4.9393 | sag | 510 | 0.3 | 0.5644 | 0.5809 | 1.261s | 7.245s | COMPLETE |\n", "| 6 | elast.. | 0.0016 | saga | 760 | 1.0 | 0.5218 | 0.5809 | 1.177s | 8.421s | COMPLETE |\n", "| 7 | None | 8.8224 | lbfgs | 720 | 0.7 | 0.5852 | 0.5852 | 1.040s | 9.461s | COMPLETE |\n", "| 8 | l2 | 0.0584 | lbfgs | 170 | 0.8 | 0.5702 | 0.5852 | 1.038s | 10.499s | COMPLETE |\n", "| 9 | None | 0.008 | newto.. | 160 | 0.7 | 0.5543 | 0.5852 | 1.064s | 11.563s | COMPLETE |\n", "Hyperparameter tuning ---------------------------\n", "Best trial --> 7\n", "Best parameters:\n", " --> penalty: None\n", " --> C: 8.8224\n", " --> solver: lbfgs\n", " --> max_iter: 720\n", " --> l1_ratio: 0.7\n", "Best evaluation --> f1: 0.5852\n", "Time elapsed: 11.563s\n", "Fit ---------------------------------------------\n", "Train evaluation --> f1: 0.5784\n", "Test evaluation --> f1: 0.5835\n", "Time elapsed: 1.285s\n", "-------------------------------------------------\n", "Time: 12.848s\n", "\n", "\n", "Final results ==================== >>\n", "Total time: 13.469s\n", "-------------------------------------\n", "LogisticRegression --> f1: 0.5835\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": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fit ---------------------------------------------\n", "Train evaluation --> f1: 0.5787\n", "Test evaluation --> f1: 0.5844\n", "Time elapsed: 2.542s\n" ] } ], "source": [ "# Re-train the model on the full dataset (train + test) \n", "atom.lr_tuned.full_train()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "accuracy 0.8427\n", "ap 0.6903\n", "ba 0.7198\n", "f1 0.5869\n", "jaccard 0.4153\n", "mcc 0.5066\n", "precision 0.7184\n", "recall 0.4961\n", "auc 0.8648\n", "Name: LR_tuned, dtype: float64" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Evaluate on the holdout set\n", "atom.lr_tuned.evaluate(rows=\"holdout\")" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { 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", 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