{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Example: Feature engineering\n", "------------------------------\n", "\n", "This example shows how to use automated feature generation to improve a model's performance.\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": [ { "name": "stderr", "output_type": "stream", "text": [ "UserWarning: The pandas version installed (1.5.3) does not match the supported pandas version in Modin (1.5.2). This may cause undesired side effects!\n" ] } ], "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
\n", "

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": [], "source": [ "# Initialize atom and apply data cleaning\n", "atom = ATOMClassifier(X, n_rows=1e4, test_size=0.2, verbose=0)\n", "atom.impute(strat_num=\"knn\", strat_cat=\"remove\", max_nan_rows=0.8)\n", "atom.encode(max_onehot=10, infrequent_to_value=0.04)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Training ========================= >>\n", "Models: LGB\n", "Metric: roc_auc\n", "\n", "\n", "Results for LightGBM:\n", "Fit ---------------------------------------------\n", "Train evaluation --> roc_auc: 0.9818\n", "Test evaluation --> roc_auc: 0.8731\n", "Time elapsed: 0.756s\n", "-------------------------------------------------\n", "Total time: 0.756s\n", "\n", "\n", "Final results ==================== >>\n", "Total time: 0.758s\n", "-------------------------------------\n", "LightGBM --> roc_auc: 0.8731\n" ] } ], "source": [ "atom.verbose = 2 # Increase verbosity to see the output\n", "\n", "# Let's see how a LightGBM model performs\n", "atom.run('LGB', metric='auc')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Deep Feature Synthesis" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "New branch dfs successfully created.\n" ] } ], "source": [ "# Since we are going to compare different datasets,\n", "# we need to create separate branches\n", "atom.branch = \"dfs\"" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fitting FeatureGenerator...\n", "Generating new features...\n", " --> 50 new features were added.\n" ] } ], "source": [ "# Create 50 new features using dfs\n", "atom.feature_generation(\"dfs\", n_features=50, operators=[\"add\", \"sub\", \"log\"])" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Series([], dtype: int64)" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# The warnings warn us that some operators created missing values!\n", "# We can see the columns with missing values using the nans attribute\n", "atom.nans" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fitting Imputer...\n", "Imputing missing values...\n" ] } ], "source": [ "# Turn off warnings in the future\n", "atom.warnings = False\n", "\n", "# Impute the data again to get rid of the missing values\n", "atom.impute(strat_num=\"knn\", strat_cat=\"remove\", max_nan_rows=0.8)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fitting FeatureSelector...\n", "Performing feature selection ...\n", " --> Feature MinTemp was removed due to collinearity with another feature.\n", " --> Feature MinTemp - WindDir9am was removed due to collinearity with another feature.\n", " --> Feature MaxTemp was removed due to collinearity with another feature.\n", " --> Feature MaxTemp + Temp3pm was removed due to collinearity with another feature.\n", " --> Feature Sunshine was removed due to collinearity with another feature.\n", " --> Feature Sunshine - WindDir9am was removed due to collinearity with another feature.\n", " --> Feature Location + WindGustSpeed was removed due to collinearity with another feature.\n", " --> Feature RainToday_No + WindGustSpeed was removed due to collinearity with another feature.\n", " --> Feature WindSpeed9am was removed due to collinearity with another feature.\n", " --> Feature WindSpeed3pm was removed due to collinearity with another feature.\n", " --> Feature WindDir9am + WindSpeed3pm was removed due to collinearity with another feature.\n", " --> Feature Humidity9am was removed due to collinearity with another feature.\n", " --> Feature Humidity3pm was removed due to collinearity with another feature.\n", " --> Feature Humidity3pm - RainToday_Yes was removed due to collinearity with another feature.\n", " --> Feature Pressure9am was removed due to collinearity with another feature.\n", " --> Feature Pressure9am + RainToday_rare was removed due to collinearity with another feature.\n", " --> Feature Pressure9am + WindDir3pm was removed due to collinearity with another feature.\n", " --> Feature Pressure9am - WindGustDir was removed due to collinearity with another feature.\n", " --> Feature Cloud9am was removed due to collinearity with another feature.\n", " --> Feature Cloud9am - WindDir3pm was removed due to collinearity with another feature.\n", " --> Feature Cloud9am - WindDir9am was removed due to collinearity with another feature.\n", " --> Feature Cloud3pm was removed due to collinearity with another feature.\n", " --> Feature Temp9am was removed due to collinearity with another feature.\n", " --> Feature Temp3pm was removed due to collinearity with another feature.\n", " --> Feature RainToday_No - WindDir9am was removed due to collinearity with another feature.\n", " --> Feature RainToday_Yes - WindGustDir was removed due to collinearity with another feature.\n", " --> Feature RainToday_rare was removed due to collinearity with another feature.\n", " --> Feature Evaporation - Humidity3pm was removed due to collinearity with another feature.\n", " --> Feature Location - Sunshine was removed due to collinearity with another feature.\n", " --> rfecv selected 41 features from the dataset.\n", " --> Dropping feature Location (rank 4).\n", " --> Dropping feature RainToday_No (rank 2).\n", " --> Dropping feature RainToday_rare + RainToday_Yes (rank 3).\n" ] } ], "source": [ "# 50 new features may be to much...\n", "# Let's check for multicollinearity and use rfecv to reduce the number\n", "atom.feature_selection(\n", " strategy=\"rfecv\",\n", " solver=\"LGB\",\n", " n_features=30,\n", " scoring=\"auc\",\n", " max_correlation=0.98,\n", ")" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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dropcorr_featurecorr_value
0MinTempMinTemp - RainToday_No, MinTemp - WindDir9am0.9979, 1.0
1MinTemp - WindDir9amMinTemp, MinTemp - RainToday_No1.0, 0.9978
2MaxTempMaxTemp + Temp3pm, MaxTemp + WindDir3pm0.9926, 1.0
3MaxTemp + Temp3pmMaxTemp, Temp3pm, MaxTemp + WindDir3pm0.9926, 0.9921, 0.9926
4SunshineSunshine + WindDir9am, Sunshine - WindDir9am0.9998, 0.9998
5Sunshine - WindDir9amSunshine, Sunshine + WindDir9am0.9998, 0.9994
6Location + WindGustSpeedWindGustSpeed, RainToday_No + WindGustSpeed1.0, 0.9995
7RainToday_No + WindGustSpeedWindGustSpeed, Location + WindGustSpeed0.9995, 0.9995
8WindSpeed9amWindDir9am + WindSpeed9am1.0
9WindSpeed3pmRainToday_Yes + WindSpeed3pm, WindDir9am + Win...0.9989, 1.0
10WindDir9am + WindSpeed3pmWindSpeed3pm, RainToday_Yes + WindSpeed3pm1.0, 0.9989
11Humidity9amHumidity9am - Sunshine0.9919
12Humidity3pmHumidity3pm + WindGustDir, Humidity3pm - RainT...1.0, 0.9998
13Humidity3pm - RainToday_YesHumidity3pm, Humidity3pm + WindGustDir0.9998, 0.9998
14Pressure9amPressure9am + RainToday_Yes, Pressure9am + Rai...0.9982, 0.9999, 1.0, 1.0
15Pressure9am + RainToday_rarePressure9am, Pressure9am + RainToday_Yes, Pres...0.9999, 0.9981, 0.9999, 0.9999
16Pressure9am + WindDir3pmPressure9am, Pressure9am + RainToday_Yes, Pres...1.0, 0.9982, 0.9999, 0.9999
17Pressure9am - WindGustDirPressure9am, Pressure9am + RainToday_Yes, Pres...1.0, 0.9982, 0.9999, 0.9999
18Cloud9amCloud9am + WindDir9am, Cloud9am - WindDir3pm, ...0.9998, 0.9998, 0.9998
19Cloud9am - WindDir3pmCloud9am, Cloud9am + WindDir9am, Cloud9am - Wi...0.9998, 0.9995, 0.9997
20Cloud9am - WindDir9amCloud9am, Cloud9am + WindDir9am, Cloud9am - Wi...0.9998, 0.9991, 0.9997
21Cloud3pmCloud3pm + RainToday_Yes0.9837
22Temp9amTemp9am + WindDir9am1.0
23Temp3pmMaxTemp + Temp3pm0.9921
24RainToday_No - WindDir9amRainToday_No0.9932
25RainToday_Yes - WindGustDirRainToday_Yes0.9946
26RainToday_rareLocation + RainToday_rare1.0
27Evaporation - Humidity3pmCloud3pm - Humidity3pm0.9848
28Location - SunshineRainToday_rare - Sunshine0.9993
\n", "
" ], "text/plain": [ " drop \\\n", "0 MinTemp \n", "1 MinTemp - WindDir9am \n", "2 MaxTemp \n", "3 MaxTemp + Temp3pm \n", "4 Sunshine \n", "5 Sunshine - WindDir9am \n", "6 Location + WindGustSpeed \n", "7 RainToday_No + WindGustSpeed \n", "8 WindSpeed9am \n", "9 WindSpeed3pm \n", "10 WindDir9am + WindSpeed3pm \n", "11 Humidity9am \n", "12 Humidity3pm \n", "13 Humidity3pm - RainToday_Yes \n", "14 Pressure9am \n", "15 Pressure9am + RainToday_rare \n", "16 Pressure9am + WindDir3pm \n", "17 Pressure9am - WindGustDir \n", "18 Cloud9am \n", "19 Cloud9am - WindDir3pm \n", "20 Cloud9am - WindDir9am \n", "21 Cloud3pm \n", "22 Temp9am \n", "23 Temp3pm \n", "24 RainToday_No - WindDir9am \n", "25 RainToday_Yes - WindGustDir \n", "26 RainToday_rare \n", "27 Evaporation - Humidity3pm \n", "28 Location - Sunshine \n", "\n", " corr_feature \\\n", "0 MinTemp - RainToday_No, MinTemp - WindDir9am \n", "1 MinTemp, MinTemp - RainToday_No \n", "2 MaxTemp + Temp3pm, MaxTemp + WindDir3pm \n", "3 MaxTemp, Temp3pm, MaxTemp + WindDir3pm \n", "4 Sunshine + WindDir9am, Sunshine - WindDir9am \n", "5 Sunshine, Sunshine + WindDir9am \n", "6 WindGustSpeed, RainToday_No + WindGustSpeed \n", "7 WindGustSpeed, Location + WindGustSpeed \n", "8 WindDir9am + WindSpeed9am \n", "9 RainToday_Yes + WindSpeed3pm, WindDir9am + Win... \n", "10 WindSpeed3pm, RainToday_Yes + WindSpeed3pm \n", "11 Humidity9am - Sunshine \n", "12 Humidity3pm + WindGustDir, Humidity3pm - RainT... \n", "13 Humidity3pm, Humidity3pm + WindGustDir \n", "14 Pressure9am + RainToday_Yes, Pressure9am + Rai... \n", "15 Pressure9am, Pressure9am + RainToday_Yes, Pres... \n", "16 Pressure9am, Pressure9am + RainToday_Yes, Pres... \n", "17 Pressure9am, Pressure9am + RainToday_Yes, Pres... \n", "18 Cloud9am + WindDir9am, Cloud9am - WindDir3pm, ... \n", "19 Cloud9am, Cloud9am + WindDir9am, Cloud9am - Wi... \n", "20 Cloud9am, Cloud9am + WindDir9am, Cloud9am - Wi... \n", "21 Cloud3pm + RainToday_Yes \n", "22 Temp9am + WindDir9am \n", "23 MaxTemp + Temp3pm \n", "24 RainToday_No \n", "25 RainToday_Yes \n", "26 Location + RainToday_rare \n", "27 Cloud3pm - Humidity3pm \n", "28 RainToday_rare - Sunshine \n", "\n", " corr_value \n", "0 0.9979, 1.0 \n", "1 1.0, 0.9978 \n", "2 0.9926, 1.0 \n", "3 0.9926, 0.9921, 0.9926 \n", "4 0.9998, 0.9998 \n", "5 0.9998, 0.9994 \n", "6 1.0, 0.9995 \n", "7 0.9995, 0.9995 \n", "8 1.0 \n", "9 0.9989, 1.0 \n", "10 1.0, 0.9989 \n", "11 0.9919 \n", "12 1.0, 0.9998 \n", "13 0.9998, 0.9998 \n", "14 0.9982, 0.9999, 1.0, 1.0 \n", "15 0.9999, 0.9981, 0.9999, 0.9999 \n", "16 1.0, 0.9982, 0.9999, 0.9999 \n", "17 1.0, 0.9982, 0.9999, 0.9999 \n", "18 0.9998, 0.9998, 0.9998 \n", "19 0.9998, 0.9995, 0.9997 \n", "20 0.9998, 0.9991, 0.9997 \n", "21 0.9837 \n", "22 1.0 \n", "23 0.9921 \n", "24 0.9932 \n", "25 0.9946 \n", "26 1.0 \n", "27 0.9848 \n", "28 0.9993 " ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# The collinear attribute shows what features were removed due 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# After applying rfecv, we can plot the score per number of features\n", "atom.plot_rfecv()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Training ========================= >>\n", "Models: LGB_dfs\n", "Metric: roc_auc\n", "\n", "\n", "Results for LightGBM:\n", "Fit ---------------------------------------------\n", "Train evaluation --> roc_auc: 0.9892\n", "Test evaluation --> roc_auc: 0.8695\n", "Time elapsed: 1.366s\n", "-------------------------------------------------\n", "Total time: 1.366s\n", "\n", "\n", "Final results ==================== >>\n", "Total time: 1.369s\n", "-------------------------------------\n", "LightGBM --> roc_auc: 0.8695\n" ] } ], "source": [ "# Let's see how the model performs now\n", "# Add a tag to the model's acronym to not overwrite previous LGB\n", "atom.run(\"LGB_dfs\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Genetic Feature Generation" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "New branch gfg successfully created.\n" ] } ], "source": [ "# Create another branch for the genetic features\n", "# Split form master to avoid the dfs features\n", "atom.branch = \"gfg_from_master\"" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fitting FeatureGenerator...\n", " | Population Average | Best Individual |\n", "---- ------------------------- ------------------------------------------ ----------\n", " Gen Length Fitness Length Fitness OOB Fitness Time Left\n", " 0 3.04 0.133462 3 0.493363 N/A 24.70s\n", " 1 3.12 0.335129 6 0.494172 N/A 26.16s\n", " 2 3.51 0.4185 7 0.506896 N/A 23.77s\n", " 3 3.76 0.445187 7 0.516331 N/A 21.20s\n", " 4 5.68 0.457463 12 0.527325 N/A 20.40s\n", " 5 7.35 0.461538 10 0.530084 N/A 19.38s\n", " 6 9.04 0.465166 14 0.533725 N/A 16.00s\n", " 7 9.57 0.467906 14 0.538791 N/A 12.52s\n", " 8 10.50 0.475384 16 0.538927 N/A 15.02s\n", " 9 11.55 0.474169 16 0.538927 N/A 11.05s\n", " 10 13.10 0.474079 16 0.538927 N/A 9.86s\n", " 11 13.54 0.472066 16 0.543712 N/A 10.45s\n", " 12 13.72 0.474336 16 0.543712 N/A 7.63s\n", " 13 12.91 0.474427 16 0.543712 N/A 6.38s\n", " 14 12.67 0.47985 27 0.54565 N/A 5.52s\n", " 15 13.43 0.48386 31 0.545915 N/A 4.21s\n", " 16 13.89 0.478059 25 0.547007 N/A 3.76s\n", " 17 13.36 0.478052 25 0.544653 N/A 2.15s\n", " 18 12.87 0.476879 25 0.544759 N/A 1.06s\n", " 19 12.97 0.475246 25 0.544653 N/A 0.00s\n", "Generating new features...\n", " --> 20 new features were added.\n" ] } ], "source": [ "# Create new features using Genetic Programming\n", "atom.feature_generation(strategy='gfg', n_features=20)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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\n", "
" ], "text/plain": [ " name description fitness\n", "0 x23 sub(Pressure3pm, sub(sub(add(WindGustSpeed, su... 0.530064\n", "1 x24 sub(Pressure3pm, sub(sub(add(WindGustSpeed, su... 0.530064\n", "2 x25 sub(sub(sub(add(WindGustSpeed, sub(add(Humidit... 0.530064\n", "3 x26 sub(Pressure3pm, sub(sub(sub(add(WindGustSpeed... 0.530064\n", "4 x27 sub(Pressure3pm, sub(add(WindGustSpeed, sub(su... 0.530064\n", "5 x28 sub(Pressure3pm, sub(sub(add(sub(add(Humidity3... 0.530064\n", "6 x29 sub(Pressure3pm, sub(sub(add(sub(add(Humidity3... 0.530064\n", "7 x30 sub(sub(add(WindGustSpeed, sub(sub(add(Humidit... 0.530064\n", "8 x31 sub(Pressure3pm, sub(sub(sub(add(WindGustSpeed... 0.530064\n", "9 x32 sub(Pressure3pm, sub(sub(sub(add(WindGustSpeed... 0.529064\n", "10 x33 sub(Pressure3pm, sub(sub(sub(add(WindGustSpeed... 0.528712\n", "11 x34 sub(Pressure3pm, sub(sub(sub(add(WindGustSpeed... 0.528712\n", "12 x35 sub(Pressure3pm, sub(sub(add(WindGustSpeed, su... 0.528712\n", "13 x36 sub(Pressure3pm, sub(sub(add(WindGustSpeed, su... 0.528712\n", "14 x37 sub(sub(sub(add(WindGustSpeed, sub(sub(add(Hum... 0.528712\n", "15 x38 sub(Pressure3pm, sub(add(WindGustSpeed, sub(su... 0.528712\n", "16 x39 sub(sub(sub(sub(add(WindGustSpeed, sub(add(Hum... 0.528712\n", "17 x40 sub(Pressure3pm, sub(sub(sub(sub(add(WindGustS... 0.528712\n", "18 x41 sub(Pressure3pm, sub(sub(sub(sub(add(WindGustS... 0.528712\n", "19 x42 sub(Pressure3pm, sub(sub(sub(add(WindGustSpeed... 0.528712" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# We can see the feature's fitness and description through the genetic_features attribute\n", "atom.genetic_features" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Training ========================= >>\n", "Models: LGB_gfg\n", "Metric: roc_auc\n", "\n", "\n", "Results for LightGBM:\n", "Fit ---------------------------------------------\n", "Train evaluation --> roc_auc: 0.9836\n", "Test evaluation --> roc_auc: 0.8767\n", "Time elapsed: 1.003s\n", "-------------------------------------------------\n", "Total time: 1.003s\n", "\n", "\n", "Final results ==================== >>\n", "Total time: 1.005s\n", "-------------------------------------\n", "LightGBM --> roc_auc: 0.8767\n" ] } ], "source": [ "# Fit the model again\n", "atom.run(\"LGB_gfg\", metric=\"auc\")" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false, "jupyter": { "outputs_hidden": false } }, "outputs": [ { "data": { "image/png": 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oM/KnP28iS4BcAbwsf/28iLiR7CbMKcDpeRvvfwN8KCKOIqvKOZU7J1oW8vnuJKV0Q0RMAGfn83yXjc3anQ38MSLOBr6TUjo8v5j8emQf4rw8dkmSVIxEdu7yxomxyZkqVobdFsBREXFvsqritcBzU0onR8R/k/Vxs56ssuhZZOdSn4mIw4Dv59PvZAnnTiqXk4HDJ8Ymz54ybRdga+C6ibHJG4oJa2Ei4ndTRr+bUjokIp4G/EdEvJ6sIu024BVT5uv1gRNk+/eRKaUzpy43b55wYpCx99l9yT7PpRNjk7cXHcwoMYEjSZKkTek163HiDK+tI3tibqCd7KaU7tLoc0rpOuDFs7zlr2ZZzk+Ah06b/KxZ5j102vitZEmfmea9GTgs/5np9fOAp8ww/RjgmCnjR075fbbPdzWwZtpy3gm8c4bl307W5vbUaV8m659o+rxHTp8mSZIG7qUTY5NXbHq24ZT3q3eXc5z8taPJmsSaOu2nZE2L9bxqymtrpvw+r3MnldZHgLfMUGlWquqbma5R8um/AZ47y2sXc+cmnKe/vmYh04dIqbZdmZjAkSRJ0qwanep2wBPJng79xvTX84qcgSZvJEmSRlWZkzfSYs2x3/f6UPntcsWivnHbDYh94EiSJGkuTyFrGuPHE2OT1xQdjCRJkqSRZRVHebntBsQEjiRJkubS6//mhEKjkCRJkjTqrOIoL7fdgJjAkSRJ0owanWqwMYEzU/83kiRJktQvVnGUl9tuQEzgSJIkaTZ7A3sAfwDOLDYUSZIkSSOuV8VhEqB8rMAZEBM4kiRJms3B+fDEibHJVGgkkiRJkkZWo1NdDdwbSMClBYejBWh0qjsC2wM3AVcXHM7IMYEjSZKk2dh8miRJkqTlcB+ye9WXTYxNri06GC3IHdU3PvjXfyZwJEmSdBeNTnUnoAKsA75dcDiSJEmSRluvDxWb4Cof+78ZIBM4kiRJmsnTyc4VfzAxNnlj0cFIkiRJGmn2f1Ne9n8zQCZwJEmSNJNe82knFBqFJEmSpJXACpzysgJngEzgSJIk6U4anepmQDUftf8bSZIkSYNmBU55WYEzQCZwJEmSNN2jgZ3JLp5+UXAskiRJkkafFTjlZQXOAJnAkSRJ0nQH58MTJ8YmU6GRSJIkSVoJrMApobz1hjX56MXFRTK6TOBIkiRpOvu/kSRJkrQsGp3q9sBOwC3AlQWHo4XZHdgCuGJibPLmooMZRSZwJEmSdIdGp7obsB/ZxdP3Cg5HkiRJ0ui7o/k0WwAoHfu/GTATOJIkSZqqmg+/MzE2eUuhkUiSJEnlFEUHUDL2f1Ne9n8zYCZwJEmSNNUd/d/0YVkb8uFmfViWyqW3zTfMOZckSZqL51Ll1dtm6wuNojzs/6a8rMAZMBM4kiRJAqDRqa4GnpqP9iOBc2M+3KHRqfoU4sqyYz68cc65JEnSXO44lyoyCC3KDvnQc6H5sQKnvKzAGTATOJIkSer5S+BuwHkTY5OXLHVhE2OTfwauA7YEdl3q8lQqvQu5ywqNQpKkcut9j+4151waKo1OdTvgnsBa4I8Fh1MWVuCUlxU4A2YCR5IkST39bD6t55x8uH8fl6nh19ve58w5lyRJmovnUeW0Xz48f2Js0ibU5scqjvJy2w2YCRxJkiT1HJQPT+jjMr+fD6t9XKaGWKNT3RZ4Qj76gyJjkSSp5Hrfo09rdKr2g1MevfNez4PmodGprsIm1Eqp0aluDewGrAMuLzickWUCR5IkSTQ61b2AhwA3AKf2cdFfzofj+Y19jb4asDVw6sTY5BVFByNJUomdRfZU+274MEwp5H1K/kM++uW55tUddiVrcvmqibHJm4oORguyJh9eYrXZ4JjAkSRJEmysvvnWxNjkun4tdGJs8gygS9ap/Zv6tVwNp0anuj3wtnz0o0XGIklS2U2MTSY2fp++u9GpbllkPJqXw4DdgXOB7xUbSmnYh0p5ue2WgQkcSZIkwWD6v+l5HZCANzY61VfYBMhoanSquwJfAe4N/Az4XLERSZI0Ej5OVoXzCKDV6FR3LDgezaDRqa5qdKovBt6VTzoiT8Bp0+xDpbzcdssgUvJ/iSRJ0krW6FS3Aa4BtgJ2nRibvHIA63g98J589DZgbb/XoUIFsG0+vBL4y4mxyV8XG5IkSaOh0anuB5wC3A1YD9xcaECayRZk59IA754Ym3xzkcGUSaNTfRvwduB24JaCw9HCbAmsBt4wMTb53qKDGVWbFx2AJEmSCvcksgvOnw0ieQMwMTb53kaneinZxdkDyU72NVpuB44HDp8Ym7yk6GAkSRoVE2OTpzc61ccCHwCeQpbI0fC5GPh34H8KjqNszgXWkSXB3LfL5xbgO0UHMcqswJEkSVrhGp3qR4FXAG+fGJs8chnWty1gM2qj55Z+9p8kSZLuqtGprmZjpYeGx4aJscmbig6irBqd6tZkCRyVz20TY5O3FR3EKDOBI0mStII1OtUg63TyvsABE2OTpxUckiRJkiRJAlYVHYAkSZIK9RCy5M1VZB3PS5IkSZKkIWACR5IkaWU7OB9OToxNbig0EkmSJEmSdAcTOJIkSSvbQfnwxEKjkCRJkiRJd2ICR5IkaYVqdKrbA48H1gPfKjgcSZIkSZI0hQkcSZKkleupwObAqRNjk9cVHYwkSZIkSdrIBI4kSdLK1Ws+7YRCo5AkSZIkSXdhAkeSJGkFanSqq7D/G0mSJEmShpYJHEmSpJXpkcAuwGXAuQXHIkmSJEmSpjGBI0mStDIdnA9PnBibTIVGIkmSJEmS7sIEjiRJ0spk/zeSJEmSJA0xEziSJEkrTKNTvSfwGOA24OSCw5EkSZIkSTMwgSNJkrTyPAMI4JSJsck/Fx2MJEmSJEm6KxM4kiRJK88d/d8UGoUkSZIkSZqVCRxJkqQVpNGpbg48PR81gSNJkiRJ0pAygSNJkrSyVIAdgF9OjE3+quBYJEmSJEnSLEzgSJIkrSwH5UOrbyRJkiRJGmImcCRJklaWXgLnhEKjkCRJkiRJczKBI0mStEI0OtU9gb2BPwM/KDgcSZIkSZI0BxM4kiRJK0c1H540MTZ5W6GRSJIkSZKkOZnAkSRJWjkOzof2fyNJkiRJ0pAzgSNJkrQCNDrVLYGn5KMmcCRJkiRJGnImcCRJklaGJwLbAGdNjE1eXnQwkiRJkiRpbiZwJEmSVoaD8uEJhUYhSZIkSZLmxQSOJEnSymD/N5IkSZIklYgJHEmSpBHX6FQfCDwAuBb4ccHhSJIkSZKkeTCBI0mSNPp61TffnBibXF9oJJIkSZIkaV42LzoASZIkDVyv/5tCm0+rtFs7AS8DHglsVmQsGogbgS8DJ3THa6noYEZFpd3anuy4eRQeN8PoVuA7wLHd8dq6ooMZFZV2azVwCPBkYMuCw9HCrQN+BPxPd7x2c9HBjIpKu7UK+DugCmxbcDi6qw3AOcB/dcdrfyw6mFFSabceCRwBrC46Fi3K5cAb/T5YvEjJaytJkqRR1ehUtwOuAbYA7jUxNnl1EXFU2q19gElgtyLWr2V1HHBod7x2e9GBlF2l3Xoo8A1gz6Jj0SZ1gYO747Xrig6k7Crt1s5k3xePLjoWLdmFwNO647XLig6k7Crt1jbAl4BnFB2LNuka4Jnd8ZrNFvdJpd36HFnyUuX1pO547ZSigygrK3AkSZJG21+TPa324wKTNzuTVf/sBpwKfJzsqXWNlvsDbwFeBPyB7ElJLVJeeXMiWfLmNOBo4JZCg9JM7gG8CagA/1dpt55hBdri5RUGXyBL3lwCHEV2M1TlcnfgtcBDgeMr7dYB3fHabQXHVHafJEveXA38O9kT7Rouq4E6WeXg1yvt1t7d8drvC45pVNw/H74B+HWRgWjBPk52rmRV2hKYwJEkSRptvebTTigwhncAu5Mlb57sTZzRVWm3fgScArym0m79b3e8dm7BIZXZW4H7Aj8DDuyO10zeDKlKu3UCcDrwNOAFwP8VG1GpvQh4EtmNnr/sjte8SV1SlXbrK8BPgX2AVwETxUZUXpV260lkx8bNwBO747XzCw5Js6i0W58nO+d+GvBesqYgtXT3y4fHdMdrVxYaieat0m5tBrTz0YsLDKX0VhUdgCRJkgaj0akGBfd/U2m37gG8BEjAS03ejLbueO2HwCfIrjNeW3A4pZVX37w8H/1nkzfDLW8e6k356OuLjKXMKu1WsPHv93qTN+WWNyf4qnz0tZV2yweIF693XBxl8ma45c3H/jNZP1C1Srt1n4JDKr1Ku7UDsCNZAtMqjnK5N1nxyBX2f7M0JnAkSZJG1yPITpz/AJxRUAzPJWtS4pvedFgxPpgPn1dpt+x8fHH+BtgG+F53vHZ60cFoXj4DXAvsm/ddpIXbG3gYcBXQKjgW9cc3gF8Au5I1K6UFqrRb9wKeCqwFPlZwOJqH7njtYuArZPdcX1BsNCNhr3z4W5soLZ3etvtNoVGMABM4kiRJo+vgfDg5MTZZ1AXPU/Phlwtav5ZZd7z2K+BsYDvgsQWHU1YeNyWTVxf2mqp86lzzala9v9vx3fHa2kIjUV/kN1t7/8c8LhbnyWT37k7pjteuLToYzZv7ff/ckcApNAothtuuT0zgSJIkja5h6P9m/3x4aoExaPn1tvf+c86l2fT+bj8qNAotlPv90rjfjyaPi6XxuCin3vZyv1+6Xv83VnGUj9uuT0zgSJIkjaBGp7oT8DiyNri/XUQMlXZrC7JO2BNwURExqDAX5sP7FxpFCeX9gPQueH9RZCxaMPf7pen93dzvR4vHxdJ4XJTT5cCfgZ3yPly0eFZxlJfbrk9M4EiSJI2mp5Gd6/1gYmzyxoJi2AEI4Fqbw1lxep3M3qPQKMppO2BL4ObueO2mooPRglyZD3cuNIry6v3drpxzLpWNx8XSeFyUUN58oOdC/WEVR3m57frEBI4kSdJo6vV/c2KBMazOhyZvVp7b8uHqOefSTHp/s9vmnEvDqPe/zv1+cfzOGE0eF0vjcVFengv1h1Uc5eW26xMTOJIkSSOm0aluBjwjHy0ygdOTig5Ay85tvnT+DcvHbdYf/h1Hi9uzP/w7lo/bbIkq7dYqTAKUUqXd2gbYlaw578sLDqf0TOBIkiSNnkeTNdfwWza2PS9JkiRJZbEbWQXTVTYrWzpr8uEl3fHa+iIDGQUmcCRJkkbPQfnwxImxSZ/+kyRJklQ29qFSXm67PjKBI0mSNHp6/d+cUGgUkiRJkrQ4Np9WXm67PjKBI0mSNEIanepuwH7ALcApxUYjSZIkSYtiFUd5ue36yASOJEnSaHlGPjx5YmzylkIjkSRJkqTFsYqjvNx2fWQCR5IkabT0mk87sdAoJEmSJGnxrOIoL7ddH5nAkSRJGhGNTnUL4Gn5qAkcSZIkSWVlFUcJVdqtwG3XVyZwJEmSRsfjgbsB50+MTV5ccCySJEmStGCVdmsrYA9gPXBZweFoYe4BbAfcAFxXcCwjwQSOJEnS6DgoH55QaBSSJEmStHj3zYeXdsdrtxcaiRbqjuqb7ngtFRrJiDCBI0mSNDrs/0aSJElS2dmHSnm57frMBI4kSdIIaHSqewEPAW4EflRwOJIkSZK0WPahUl5uuz4zgSNJkjQaes2nfWtibHJdoZFIkiRJ0uJZxVFebrs+M4EjSZI0GnoJHJtPkyRJklRmVnGUl9uuz0zgSJIklVyjU90GeHI+OllkLJIkSZK0RFZxlJfbrs9M4EiSJJXfgcBWwM8nxiavKDgWSZIkSVqUSrsVbEwCWMVRIpV2a3PgPvnoJUXGMkpM4EiSJJXfwfnwhOVecaXd2qrSbh1babfuPcj1RESKiDOn/By06XfNuJyxiNi3z+EREVtHxPsj4tcRcVYe439ExBb9XtcC41oTEYcWGYNmVmm3/q/Sbt236DjmIyLSMq1nh4g4bDnWpWJU2q2jK+3W/suxrhJ8bxwSEWfn3xkXRMRr5/GeUyLiwEWub9+IGFvMezVYlXbr3ZV260lFx7EUi9mfZ1nOxRGxps/haQhV2q1XVNqtv6+0WzPdm94RuDtwE3D18ka2MLOdI+Xn4F/I9+mfR8RpEVGf8tra/LvprIg4JyKeO+W9F0fEedOW97H8e23NQD/Q0u0JbAZc3h2v3Vp0MKPCBI4kSVKJNTrVoPj+b14E/KLSbr2t0m5tM6iVpJT2nfKz2M86Buy70DdFxOabmOW/gHsBj0gp7QM8Frge2Hqh61qoiNhsjpfXAIcuYpmb+rxauhcAF1barXdW2q3tig5mSOwAHLbQN23iGNBweTzw00q79T+Vdmu3Qa9sWL83ImIP4Cjgr/PvjH0Y/Hf4vmSfZUH8PlgWewMnV9qtL1farfsXHcxCFbQ/99bt///y2gP4LHBqpd167LTX7uhDpTteW5aHSPopIrYETgK+n1Jak1LaH3gWsMuU2X6ffzftQ3ZO+F/TFrMuIvbLl7cFWYsLlw88+KWz/5sBMIEjSZJUbn9BdpP+KuCnBcaxDfB2shvS43nTBwMVETtGxHH5E21nR8S/5NO3joiT8qfdzouIN+TTnwQ8G3hH/sTbkyLiyIg4csoyj+lVrOS/fzIiusDnI2KriDh6yvrekc+3F/Ac4BUppZsBUkq3ppTelVK6MZ/n4RHx7Yj4Wf7+x+fTD42I4yPiq/kTq1/LL/rm+nxrIuLSiPhERJwFHBgRb4qIn+ZP8Z0YEffIP9IHgEfln/cD+fufky/vnIhoR8Td8+lH5uPfA34woM2mO9sKeAtZAvQfZnkKdajkT3++OSJOj4jzI2K/iDg2/31yyv7bO35+EhG/mvo09tSnVfP9+eJ89APA7vn++rn89bmOncmImATO761XpRDAPwK/rLRbb6y0W1st24qH5HuDLOF/K3ADQEppbUrpginLfHn+P/2MiPh87//0tM+yZ/6d0ZvvOVNee2X+P773nXA34B3As/PPccSU9ZwXEedGxEcjrxqd/jn69OfXpj0HOL/Sbr230m7dZZsPsVn35+n7Yj5t/4j4Uf49clZEPGOmhfr/f8U4AOhOq+gvex8qNeAPKaWP9CaklK5MKb17lvm3B66bNu1Y4O/z3w8Cvg3c3u9AB6Ds224o+SSFJElSufWaT/vGxNjkhkGtJE/I/C2w87SXpp9P7gm0gFcC7+pnDBFx5pTRx5Dd7G2nlL4eEVsD3Tz58Evg+Sml6/OL+h9FxPEppe9GxNeAU1JKx+TLfOImVvsg4IkppbX5DbsLU0qvjOyJz69HxNOB1cCvesmaGeLeHGjmMV0aEfcDvpMPAR5F9vTt1cAk8Fyyv+Fsn+8Wsr/zV1JKvZuPZ/UuCiOiAbweOAI4HDgypXRg/tquwCeAx6SULomIjwD/BvRurj8yf23Gz6KB2R34X+D/AW8rOJb5uCSltF++r30LqKSULoqIE9i4/wI8DHgCWSXa6RHx7ZTSWXMs93DgkSmlfWFex85jgIenlP7Q7w+oZbEd8G7gpZV264hBrGCIvzdOAn4BXBIRJ5PdmDsuf8+BwF+RHVe3R8SbgTfmP1N9GmiklM6MiJ2Bn0bEKWTfKS8FnpB/np1TSn+KiLcBB6aUDs0/x77A64D9ySpGvwz8C9C74XjH59jE51V/rSbbLi+utFtvLjqYeTqLGfZn4IlM2xfz+S8i2xfXRcSewA8jYk1KaWpy3///K8+LgOdU2q33AuvzaWWt4ng48PNNzLN7/h21mqxq5UXTXj8e+GqecD8EeB/ZAwXDrleBYwKnj0zgSJIklVuv+bRB93/zcuCjC5j/cfQ5pt5N3Z6IOBjYNyL+PZ+0PVlF0kXAWyPiKWRPet8beARwp7ak5+kLU25eHQxsGxEvyce3Ax7MtIvLiHgeWVXFTsALyZ5IfRjwtYg7CpNWkz2xCtmNwavy9/6UjU+uzfb5zgCuTil9c8pqKxHxRrL2wrcCfjXL5zkAODWl1OtUtAn8z5TXj+9z8mas0m6VrumLAj0G+EbRQczDF/LhGcBFKaWL8vHT2bj/AnwuP37W5jfBn0h2o2++Hszcx87JQ3rzbi/3+1nN9P9lL+CLwM39Xtmwfm/k/78Pjqx5nCeTJdFrwFPz9/wl8LN8v18NnD3tc2xHlhw9ZsqxsTlwf+DpwDEppevzv8E1s8T5RKCTUro2X+YxwD+wMYHzhT4nb7bwuJjVH2eYtgvwKWY+ZoZKSmkDM+/PZzHzvrgd8KmIeChZRcFuZJ/3iimLLev//6n2zIfnVdqtOWdcoWY6V+1V9Pf2+7ImcO4kIt4DPAPYNaW0az7591MeWHkIcEpE/CSl1Gsm7TbgR8DzgAemlE6bciwMs9554Ehsu2FhAkeSJKmkGp3q9mQ3cNaTPQU/EJV2a2egd7Pr8+RNZOQ2A/5phrddBUwA7x1UXGTNAT8lpXSnzk0j4sXAQ4DHppRuiYgvkSU1ZnI72Q2Bnunz/Xna+v4hpfSzaeu7H/CAiLhbSulPKaUvAl/Mn4Renb/v4uk3EvP3QnaB1rOejefos32+NVPjyp8W/0z+eX8REc9iY0XNdNNvnk0f/zMq0rVkx8wgj5slSyn19tn1zL7/zmV9RKzKb/rN1XzWpo4d99fRcBvwfrLkwcD6UcsNxfdGT0rpdLLqtM8AV+YVCquAD6eUJjbxOdaSVazd6f94RLxwjvfdafWbGPf4KtYGsj4xHk1WVTX0pu/PwO+Yuc+OdwHnAi9IKaWIuIa7Hkf+/1+5vkb2ENTjKW8Vx7lM6YMypfQG4A0xpQnZqVJKF0TWnOzj2PiQDGTNqH0R+OCgAh0AK3AGwASOJElSeT2F7HzuBxNjk9PbTe6ndwA7AicDL5zamWjed8HUBM464ENkCZ/tGOyN6BPImgl7PUBEPIjs6c3tgavym3B7kT3RfHz+nhvJqlR6fkPevnRE7ELWQehsFRAnAIdHxIvzZm32ANanlH4TEV8Fjo6If8nXu4qNNyMuBLaKiIN6nWhHxKNmu6E3j8833VZkNzr+kDfRU5/y2vTPexrwyYi4T0rpUrJ+KE7eRBxL0emO156z6dlWnmlPot9OVuH2DrKn/4c6gbMAz4+Ij5M1ofYssubVIDvuHg38hKzj3p4bge0iIvKb0os9dor22+547X6bnm3lqbRbZ5J1cN7zReB13fHabyvt1iHLEMJQfG+Q/c/eI6XU67tuX7JmzK4n6/z9wxHx6ZTSNRGxLbBnSunC3kJTSjdGxBlk1bEfy2PZj6wqbhJ4f/7+XhNq18zwOb4PvDqyfnluAF7MYL8P1nXHa6s3PdvKU2m3vs7GJnEha4Ls8O547dxKu9UtKKx5i4jdmXl/PpaZ98Xtgcvy5M3zyG7WT1fW//9TXUaWGH5Yd7x2ftHBDJtKu/Uu4E1TJp1Ltt9/u9Ju9Sp7y5oEaAFvjohXpJR6/6NnfUAhP4YeRFYNOtX3gKPY2DRtGViBMwBD30mmJEmSZtW72D9xUCuotFt7k7WJvx549dTkzQy+SnaRekR3vHbDHPP1y6uBXSPrHPdcsidVVwOfBfaKiPOBo8kufnqOA/4l8s6ogS+RVQNcQNZUyU+Z3bvJmjk5IyLOIbvxuEP+2svIOh89L2/P+ofAKcDpKaV1wN8Ar4mss94LyG66Lfbz3UlK6QayaqezgR+T9eXQczbwx8g6z/5ASukK4BVk/TCcA+xKljRQcU4EHtEdrx3WHa9dW3QwfXYB2bFwOvDxKf3fvBY4Lm8ycLPezHlTTl8Hzo2Izy3h2NHwOxM4sDtee353vLacN3mG5XtjC+CoiLgwIs4iq0h4bkppfUrpO2RPW58cEWcDXbKmpKZ7EfC0/P/7efkyIn//f5P1K3IWcEw+/8nkfS5ExBEppTPJvjt+QPZdcUX+91BxfkX2P+9p3fHauUUHswCz7c+z7YtHAa/Lpz0RuHT6Av3/v6JcQ3Zu+sg8ebMZcN/8tYsLi2oBIuJ3U34+m1cqPw3464i4JCJOA75J9jl7ev+PzwK+Q9Zn5ZlTl5tS2pBSmkgp/X65PstSVNqt7YB7klXWDnsTh6ViBY4kSVIJNTrVVUA1Hx1IAqfSbgVZNc0q4Og5biacCxzWHa99ZxBxAKSU7tLoc0rpOrInhmfyV7Ms5yfAQ6dNftYs8x46bfxWsk7WZ5r3ZuCw/Gem188jq5iaPv0YNt7QIKV05JTfZ/t8VwNrpi3nncA7Z1j+7WRtbk+d9mWyzqqnz3vk9GkaqAuA13THa0Pf583U42/a76eQVR/0xo+c9tZTU0ovm2F5x7OxugHgbVNeO3TavPM6dlQaVwIvAY7pjtfWb2rmpRj27w1m2K+nvO+/yW58T59+4JTfLwPGZnn/0WSJqKnTrgceO23ax4GPz/D+Q2eLTQNxA9AAPtIdr/Wz36FlkbJ+9Wbcn2fZF39KVpnS86opr62Z8rv//0fbOuADwDu647Xrp0zfgywpeEV3vNb3vtH6babvmnz6b9hYeTz9tYuZ4aGsKa+vWcj0IdJrPu3i7nhtQ6GRjBgTOJIkSeX0SLLqid8B5wxoHX9LdnP2WuDfZplnLdkTc7cPKAZpVO3THa+tKzoIaZk90/1euotDPS60Ar1rlv2+lwSwCa7ysf+bATGBI0mSVE4H5cMTJ8Ym52rWbFEq7dbWwH/mo2+drWmn/Okqn7CSFmjUb9b5BL9mMur7vbQYHhdaiebY73t9qJgEKB/7vxkQ+8CRJEkqp17/NycMaPkNsvanzwE+OaB1SJIkSVKPFTjlZQXOgJjAkSRJKplGp3pP4DFkzZed3O/lV9qtPYE35qP/avNokiRJkpaBFTjlZQXOgJjAkSRJKp9nAAGcMjE2edMAlv8+YGvgi93x2ikDWL4kSZIkTWcFTnlZgTMgJnAkSZLK547+b/q94Eq79QTghcCtZM2oSZIkSdJysAKnhCrtVmDybWBM4EiSJJVIo1PdHHh6PtrX/m8q7dZmwIfz0fd1x2uX9HP5kiRJkjSTSru1DbArsA64vOBwtDD3ArYBru2O124oOphRYwJHkiSpXB4L7AhcNDE2+as+L7sO7AtcBry3z8uWJEmSpNmsyYeXdMdr64sMRAtm/zcDZAJHkiSpXHrNp/W7+mZH4F356BHd8drN/Vy+JEmSJM3BJrjKy/5vBsgEjiRJUrkcnA/73f/NvwH3AL4PfL7Py5YkSZKkudj/TXlZgTNAJnAkSZJKotGp3hvYG/gzWaKlLyrt1kOBVwIbgFd3x2upX8uWJEmSpHmwAqe8rMAZIBM4kiRJ5dFrPu3bE2OTt/VjgZV2K4APApsB/90dr53Zj+VKkiRJ0gJYgVNeVuAMkAkcSZKk8uglcPrZfNqzgKcC1wNv7eNyJUmSJGm+rMApLytwBsgEjiRJUgk0OtUtgafko31J4FTarS2B9+ejR3bHa1f1Y7mSJEmSNF95qwBW4JRQpd3aAtgTSMClBYczkkzgSJIklcNfAdsCZ0+MTf6uT8s8HLg/cD7wsT4tU5IkSZIWYmdgO+AG4LqCY9HC3Icsx3BZd7y2tuhgRpEJHEmSpHI4OB+e0I+FVdqt3YG35KOHdcdr6/qxXEmSJElaoDv6UOmO11KhkWih7P9mwEzgSJIklUO/+795D1lFz1e747WT+rRMqSeKDmAE+DeUJKm8/B5fGPtQKS+33YCZwJEkSRpyjU71gcADyZoT+PFSl1dptx4LHAKsBV671OXNYX0+3GKA69Bw2jwf3l5oFOXU+5t53JRPb5utn3MuzcbvjNHkcbE0Hhfl1dtmngvNj1Uc5eW2GzATOJIkScOvV33zzYmxySVdBFbarVXAh/PR/+yO1369pMjm1mu/esdKu7XZANej4bNzPrQN84X7E9kNu+0q7daWRQejBXG/X5re323nOedS2XhcLI3HRXm57y+MVRzl5bYbMBM4kiRJw6+XwOlH/zcvBh4N/B54dx+WN6vueO024Aqyaoz7DHJdGjoPyIeXFBpFCXXHaxuAS/PR+xcZixast99fXGQQJXZxPnzAXDOpdDwulubifOhxUSKVdmtnYAfgz8DVxUZTGlZxlJfbbsBM4EiSJA2xRqe6HXAgkIBvLmVZlXbr7sBR+ejru+O1m5YW3bycmQ8PWIZ1aXj0tveZRQZRYmflw8cUGoUWyv1+ac7Mh35fjBaPi6U5Mx96XJRLb3ud3R2vpUIjKQ+rOMrLbTdgJnAkSZKG25OB1cBPJsYmr1rist4K7AJ0geOWGtg8fTcfPmuZ1qeCVdqtewKPJWvz/YcFh1NWJ+dDj5uSyJunPDgf/e5c82pWvb/bMyvtlp1/j47e/zGPi8Xp/d2eWmm3tio0Ei3EM/PhyXPOJQAq7dbmwH3zUau3SyR/QHBn4BbgyoLDGVkmcCRJkoZb74bgiUtZSKXdehDwarJKnn9dxqcBv5gP/7bSbu2yTOtUsV4GbAZ8szteu6HoYErqy8AG4NmVdmvPooPRvFTJbj5dCvyk4FjK6kdkzXveH3hqwbGoDyrt1r5ABbgJmCw2mnLqjtd+A/wcuDtQKzgczUOl3doBeFE++vkCQymTe5OdO17eHa/dWnQwWpBe9c1vrTYbHBM4kiRJQ6rRqQb96//m/cAWwKe747WfLXFZ85bfePgqsBXwnz5VPdoq7dYa4HX56AcKDKXUuuO1y8lu+mwOfMDjZrhV2q1tgYl89MN5P0ZaoO54bT3wkXz0/ZV2a+si49HS5E/Ufzgf/dQyNds6qj6YD9+Z962i4fZusoTbd7vjtbOLDqYk7EOlvNx2y2DzogOQJEnSrB5B9kTaFSyh7fhKu1Ulq+T5E/CmvkS2MK8Dnkb2NOJNlXbrQ4BP142e+wMfJ7tp0emO175TcDxl90ayJlieCzQr7dYEWfMUGi73IEve/AVwIfDRYsMpvQ8B/wQ8DDih0m69Drim2JC0CHcHjgSeQNakzr8XGk35tYCXA48DTqq0W/8KXF5sSJrBarIq5JcD64DXFBtOqfSqOK6ptFt7zTmnhs1++dD+bwYoUrK6SZIkaRg1OtU3AEcBn54Ym/ynxSyj0m6tBs4BHgQc0R2vTWziLQNRabeeA3yOrApIo+0M4K+747Xrig6k7Crt1kFkzaltWXQs2qQrgAO747VfFB1I2VXarYeS9ftxr6Jj0ZLdCDyjO17rFh1I2VXarT2A75E9LKHhtgE4tDte+2zRgZRFpd16O/C2ouPQkrymO16z+n5ArMCRJEkaXr3+b5bSfNqryJI3v2RjUybLrjte+0ql3ToAeDOwL1k71xotNwJfAd7XHa/dXHQwo6A7Xjux0m49GngLsD8eN8PoVrJOqt/ZHa9dUXQwo6A7Xju/0m49Engr8CRMYJbROuBU4B15U6paou547fL8++BNZH1ubVtwSLqrDWQPTb2nO177cdHBlMy3yCqO3a/L6VqyJrM1IFbgSJIkDaFGp7ojcDXZxeA9JsYmF9wZfKXd2oUscXN34ODueO3E/kYpSZIkSZIGZVXRAUiSJGlGTyc7V/vBYpI3uV4nqieavJEkSZIkqVxM4EiSJA2ng/LhohIvlXbrUcA/kjVjcni/gpIkSZIkScvDBI4kSdKQaXSqq8jaN4dF9H9TabeCrL+bAD7UHa/9so/hSZIkSZKkZWACR5Ikafg8GrgHcDFw4SLe/yKgAlwJvLN/YUmSJEmSpOViAkeSJGn49JpPO2FibDIt5I2Vdms74L356Bu747Ub+xqZJEmSJElaFiZwJEmShs/B+XAx/d+8Cdgd+Cnwv32LSJIkSZIkLSsTOJIkSUOk0anuCuwP3Ap8dyHvrbRb9wdem4/+a3e8tqHP4UmSJEmSpGViAkeSJGm4VPPhyRNjk7cs8L0TwGrgs93x2o/7G5YkSZIkSVpOJnAkSZKGS6//mwU1n1Zpt54CjAF/Bt7Q55gkSZIkSdIyM4EjSZI0JBqd6hbA0/LReSdwKu3WFsCH8tF3dcdrv+93bJIkSZIkaXmZwJEkSRoefwncHbhgYmzytwt438uBhwK/AT4wiMAkSZIkSdLyMoEjSZI0PA7OhyfM9w2VduuewNvz0dd0x2u39j0qSZIkSZK07EzgSJIkDY/F9H/zTmAH4CTga/0OSJIkSZIkFcMEjiRJ0hBodKpryJpB+xPww/m8p9Ju7Qu8DFgPHNYdr6VBxSdJkiRJkpaXCRxJkqTh0Ku++dbE2OS6Tc1cabcC+DAQwNHd8dr5gwxOkiRJkiQtLxM4kiRJw6GXwJlv/zd/BzwBuBo4chABSZIkSZKk4pjAkSRJKlijU90aeHI+Ormp+Svt1jbAf+Sjb+6O164fUGiSJEmSJKkgJnAkSZKKdyCwNfDzibHJK+Yx/+uBPYEzgOYA45IkSZIkSQUxgSNJklS8g/PhiZuasdJu3Rd4XT766u54bf3AopIkSZIkSYUxgSNJklSgRqcabEzgzKf/m/8AtgL+rzte+8HAApMkSZIkSYUygSNJklSsvwDWAFcDP5trxkq7dSDwfOAWNlbhSJIkSZKkEWQCR5IkqVgH5cNvTIxNztocWqXd2hz4UD76nu547bKBRyZJkiRJkgpjAkeSJKlY820+7aXA3sAlZM2oSZIkSZKkEWYCR5IkqSCNTvXuwBOADcC3Zpuv0m7tBPx7723d8dotyxCeJEmSJEkqkAkcSZKk4jwV2Bw4dWJs8to55ns7sBNwCvClZYhLkiRJkiQVzASOJElScXr935w42wyVduvhwMvJqnRe3R2vpeUITJIkSZIkFcsEjiRJUgEaneoqNiZwZuz/ptJuBfAhYDPgE93x2tnLFJ4kSZIkSSrY5kUHUHYRcQIbb75o5TkxpXTwpmfTbKJeD+DFwD8BuxUcjmb2e6AJfDY1mz753ydRrz8VOBx4ABAFh6O7uh74IvDB1GzeNqB17AvsCvwOOGeWeZ4DPBm4DnjbgOKQJEnSkIt6fXvg9WT3oLYtOBzd1Qayc/r3pGbzZ0UHM0qiXj8YeB+wuuhYtCiXA89NzeY1RQdSViZwls7kzcrm9l+CqNdXAf8L/H3RsWhODwD+Cnhy1Ov/lJrNDUUHVHZRr78OeG/RcWiTHgU8O+r1p6dm86YBLP+O5tMmxibvkhyttFtbA/+Zj761O17zhFeSJGkFinp9N7K+EB9UcCia24OAsajXD0nNZrvoYEbIy4CHFh2EFu0BwN7Ad4sOpKxM4PRJSmleT09HRFrI/FpeC9k+vXm1JA2y5M1NwKuAUwH/rsMlgMcDHyarlDoXmCg0opKLev0ZZMmbRFZR8SXg9kKD0nRBdvH1MeBxwMeBQwawnl4F52z937wWWEP2JN9/DWD9kiRJGnL5g4+fIzs/PRt4NdkT7RouW5IlGl4FHBP1+rmp2Zytyl4Ls1c+HAPOLzAOLdwPgF2Ay4oOpMwiJe+VLsVCEzImcIbbYhI4bsvFiXp9F+A3wDbAwanZnLUDbxUv6vVnAscDfwb2Ss3mVQWHVEpRr28GXAA8EHhTajaPKjgkzSHq9QcDZwBbA49LzWa3X8tudKr3AP4IrAN2nhibvFOFT6XdujfwC7L/kU/ujtd8WkmSJGkFinq9BhwHXAHs7bXYcIt6/ZPAS4Fvp2bzqUXHU3Z5s/t/Ims2cKfUbF5XcEiap6jXVwO3kj28unVqNtcWHFJprSo6AEkr1svIbkweb/Jm+KVm8+tkVQLbkp2ManEOJkve/AYrmYZeajZ/AXwwHz2sz4t/Blmlz/emJ29y7yX7H/klkzeSJEkr2uH58G0mb0rh9WQJh6dEvf6IooMZAfcguw9xg8mb0rkv2TXv70zeLI0JHElF+bt8+LFCo9BCfDQfvqDQKMqtt99/MjWb6wqNRPP18Xz47KjXt+njcu/o/2b6C5V26y+BGnAbcEQf1ylJkqQSiXp9L7J+Gf8EHFtwOJqHPMnQykf/bq55NS/3y4e/KTQKLUav6Tu33RKZwJG07KJevxfwcOBm4OSCw9H8fQe4Bdg76vWdiw6mpJ6cD48vNArNW2o2LyNrRm0r4IB+LLPRqW5OVoEDcMLU1yrt1mZkfU4B/Ed3vPbbfqxTkiRJpfSkfHhSajZvKTQSLUTveu/Jc86l+eglAbwuKp9e8s1tt0QmcCQVYZ98eLpllOWRms3bgDPz0X3mmFUziHr9nsBuZE/PXVhwOFqYn+TDffu0vAOAHYFfTYxNXjTttX8E9gN+B7ynT+uTJElSOe2bD38y10waOr3ttU/eh4sWzwqc8rICp09M4Egqwpp8+Ksig9Ci9LbZmiKDKKk1+fBXqdncUGQgWrBekmVNn5Z3cD6cXn2zA/DufPR13fHan/u0PkmSJJXTmnw4/aEfDbHUbF4NXE/Wd4utVyyNFTjlZQVOn5jAkVSEHfPhNYVGocW4Oh/uOOdcmslO+dD9vnx622ynOeeav9n6v3kbcE/gh8D/9WldkiRJKi+vIcqr39cQK5UVOOVlBU6fmMCRVITN86HNp5XPuny4+ZxzaSab5cN1c86lYdTbZpvNOdc8NDrVe5M1QXgz8L3e9Eq79RDgVUAC/rU7XktLXZckSZJKz2uI8vLauT+swCkvK3D6xASOJEnS8qnmw29PjE3eBlBptwL4ANnF3ae647UzigpOkiRJUl/4QNYSRb2+OXAfsr/lJQWHowWIen0HspZbbgGuLDaa8jOBI0mStHxm6v/mmcDTgRuANy97RJIkSZI0fPYkq0L7fWo2by06GC3IHZVTqdk0mblEJnAkSZKWQaNT3RJ4Sj46CVBpt7Ykq74BOLI7XruqiNgkSZIkacjY/0152f9NH5nAkSRJWh5PALYFzp4Ym7wsn3YYcH/gAuCjBcUlSZIkScPG/m/Ky/5v+sgEjiRJ0vLoNZ92IkCl3doNeEs+7bDueM3OaSVJkiQpYwVOeVmB00cmcCRJkpbHQfmw1//NUcB2wNe647VvFROSJEmSJA0lK3DKy+RbH5nAkSRJGrBGp/oA4EHA9cCPK+3WAcCLgbXAawsMTZIkSZKGkUmA8jL51kcmcCRJkgavV33zzR/dcsgG4MP5+Ae647VfFRSTJEmSJA0rkwAlFPX6Ktx2fWUCR5IkafB6/d+cABwCPAb4A/CuwiKSJEmSpCEU9fp2wD2B28ium1QeuwGrgatSs3lT0cGMgs2LDkCSJGmUNTrVbYEDgfTH2/f6AdDNX3pDd7z2p8ICkyRJkqTh1KvguDg1mxsKjUQLZdN3fWYFjiRJ0mD9NdkTSKddtO7xLwd2BX4CHFtoVJIkSZI0nEwClJfNp/WZCRxJkqTBOgjg1g3b/Rg4PJ/2r93xmk+SSZIkSdJdmQQoL5NvfWYCR5IkaUAanWqQ93/zq3WP3Q/YAjimO147rdDAJEmSJGl4mQQoL5NvfWYCR5IkaXAeDtx7Q1p13Q0bdn0C8CfgjQXHJEmSJEnDzCRAeZl86zMTOJIkSYNzMMA16/dcBQHwzu547YpiQ5IkSZKkoWYSoLxMvvWZCRxJAxH1+uZFxyAtN/d7zeAggGvW33d74CLgQ8WGI0mSpGHiNYRWorn2+6jXA5MApRT1+lbAHsB64LKCwxkZJnBWgIhIEXFmRJwdEadHxOOXYZ3HRMShm5hnh4g4bNCxqDCHRr3+qajXdyk6kPmIiLRM63G/H237R70+GfX6Q4oOZFOmfDf0fo5bhnUeGRFHDno9w6LRqe6YEo/bkILrN+wGcHh3vLa26LgkSZI0VD4d9fqro17fouhAFisiDsnvOZ0VERdExGsXuZyLI2JNn8PTcHpz1Ovvi3p9+xle2wXYGrg2NZs3LHNcCzLbvaSIWBMRX8j36Z9HxGkRUZ/y2tr8OvysiDgnIp475b0XR8R505b3sfwafs1AP9DS3TcfXpqazdsLjWSEmMBZIVJK+6aU9gb+C/hU0fHkdgAOKzgGDc4qoA5cFPX666Je37LogIbEDixiv4+IzfoeiQblGcA5Ua9/OOr1nYoOZi75d0Pv50VFxzOTiCjzE4lPi2CzP224F+tZ/Q3gxKIDkiRJ0tDZEfgg2TXEQQXHsmARsQdwFPDXKaV9gH1YpvNer5NLbTVwBPDLqNdfGvX61G1Z6uqbiNgSOAn4fkppTUppf+BZZImpnt/n1+H7AC8gu1871bqI2C9f3hbAgcDlAw9+6Wz6bgBM4Kw83wfu0xuJiI9ExE/zbG8rIrbKp58ZEQ/If/9hRHwi//2ZEXHs9IVGxFYR8dmIuDAiTgLuNeW1f8wzzWdExPcj4v75Sx8Ads/X9bm54lGp3Q14L3B+1OvPyUthh1r+VMOb84q18yNiv4g4Nv99Mv8y7lWafTIifhIRv5r6lNHUpzDypysuzkdn2u8fHhHfjoif5cfK4/Pph+brmwTO761XpbAZ8CqyBOYry/Q0Xb7fHR8RX82fnvvalH1+54ho5/+jz46Il+bTHxYRP8in/SAiHpJPj4h4f0T8MiJ+CDxoynq2ioij833+7Ih4x5TXUkS8PSJOB4YysTQft6Wt/x7gug17bCCrvlmWSj9JkiSV0oOBE/KK/ocWHcwC3Au4FbgBIKW0NqV0AUBEvDK/djgrIk7Mp+0fET/Kr7fPiohnzLRQr5NXjHsBnwR+HvX6gfm0sicBasAfUkof6U1IKV2ZUnr3LPNvD1w3bdqxwN/nvx8EfBsoQ0VLqZNvw6rMT7VqcZ4NfGHK+NtTSlcDRMTRZBUTHwVOAQ6MiN8D2wCPyuc/MH9tupcDWwIPIWvr8Dzg8/lrX0spfTpfx/OA9wDPBw4HHplS2nce8Qyfpz4V9tyTqNe9ITc/9wO+DHwXOLfgWObjkpTSfhHRAL4FVFJKF0XECcBzgVY+38OAJ5CV954eEd9OKZ01x3LvtN/n1QVN4PkppUsj4n7Ad/IhwGOAh6eU/tDvD7hIz8uH74l6/T2FRlIOOwEfAV7Bxn1maETEmVNGT0gpvTn//VHA3sDVwCQb9/kPA79MKY3n7985n/9Y4J0ppS9HVvp9LLA/MAYcADyc7Bg5A/hl/p43ABemlF6ZPzn39Yh4ekrpm/nrl6eU9uvzR16U7e+2arsDHhJss+WG8ecc85Lx+b7vPne/HQIuvCxWnXfedy6Ib39nkGFKkiSpnP44bfwZwFOjXv8Y5bhvdxbwC+CSiDiZ7EbzccATgZcCT0gpXT/l2uEi4MCU0rqI2BP4YUSsSSlNfQiybNfJM9kzH54X9XqhgQypX00b3wf4btTrXwYuzqeVNQnwcODnm5hn9/x6fDVZ0mP6g4vHA1+NiCOAQ4D3kd3THXZlT74NpTJ8EagP8n8KO5NldQ+Y8tKzI+LlwFb5a7194hSyG7UXk1Xt/EVE7EaWwPnEDKv4K+DT+Rfu7/Iv7Z4HR8S/k2XVVzF35dds8Wh0PIk774PDqpfoPAO4KKV0UT5+Ohu/kAA+l1JaC6yNiK+RnaTOlcCZ7sFkSaCvRdxRnLSajVVsJw/5Sanm5yHAvxUdxHTTEuhTnZJSugogIn7Kxn3+6cArp7z/mojYHliTUvpyPu1LEfGpiLg72XfD1GPkq1PWcTCwbUS8JB/fjux46CVwBt4nz3zt/cAtH/+IXX69qPfevH47Lrzwyj5HJEmSpBHXq+i/sehANiWltAE4OLLmnp4MvJasAuEs4JiU0vX5fNfkb9kO+FREPJSsomA3sqalrpiyWK+TV66/Bf6U/17WBM6dRMR7yBKzu6aUds0n/37Kg70PAU6JiJ+klHrNpN0G/Ijs3uwDU0qnTTkWhpkVOAPgzfEVIqW0b0SsIqt++Qzw6Mg6vnon8KiU0h8i4lVkT0xDlrT5EFkC5xTgSrInqe+RUpqeJd+U44BDU0rfi4hHkGWR72IT8Qyfk04CIKVUiv+gyy3q9Zdx1zY815MlAK8D3rLsQS1ASum2/Nf1ZF+cTBmfz//O9RGxKj+ZnaspwFXAxTPdSM+/nP88r4CXzxeB1wFvSM3me4sOZthEvX4A8OMZXuoAX2d4+iDblIXs84utQlwF/ENK6WczLjSlodn3u2ff+q0/37zmkJ3vzqW77rxqpu07q7Vp62Nu/+TE5KBikyRJUrlFvf51soebprqa7Jr5UOC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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Visualize the whole pipeline\n", "atom.plot_pipeline()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Analyze the results" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "(%{x}, %{y})LGB - test", "legendgroup": "LGB", "legendgrouptitle": { "font": { "size": 16 }, "text": "LGB" }, "line": { "color": "rgb(0, 98, 98)", "width": 2 }, "marker": { "color": "rgb(0, 98, 98)", "line": { "color": "rgba(255, 255, 255, 0.9)", "width": 1 }, "size": 8, "symbol": "circle" }, "mode": "lines", "name": "test", "showlegend": true, "type": "scatter", "x": [ 0, 0, 0, 6.447453255963894E-4, 6.447453255963894E-4, 0.0012894906511927789, 0.0012894906511927789, 0.0019342359767891683, 0.0019342359767891683, 0.0025789813023855577, 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# To compare other plots it might be useful to use a canvas\n", "with atom.canvas(1, 2, figsize=(1800, 800)):\n", " atom.lgb_dfs.plot_roc(dataset=\"test+train\")\n", " atom.lgb_dfs.plot_feature_importance(show=10, title=\"LGB + dfs\")" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "boxpoints": "outliers", "legendgroup": "LGB_dfs", "marker": { "color": "rgb(0, 98, 98)" }, "name": "LGB_dfs", "orientation": "h", "showlegend": true, "type": "box", "x": [ 0.0036669890393291604, 0.005309074790457613, 0.0015140001842127715, 0.0038310536980747933, 0.00497231049092739, 0.0039044510454083747, 0.002768950907248602, 0.0029862646219027678, 0.004547757207331693, 0.0010433936630743768, 2.820760799482347E-4, 0.0010736161002116162, -2.5904946117871752E-5, 6.015704154000989E-4, 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# We can check the feature importance with other plots as well\n", "atom.plot_permutation_importance(models=[\"LGB_dfs\", \"LGB_gfg\"], show=12)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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