{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Advanced feature selection with Python\n", "\n", "This notebooks shows how you can use DataRobot's Python client to accomplish feature selection by creating aggregated Feature Impact using models created during Autopilot. For more information about the allowed feature transformations, reference the [Python client documentation](https://datarobot-public-api-client.readthedocs-hosted.com/en/latest/autodoc/api_reference.html#datarobot.models.Project.create_type_transform_feature).\n", "\n", "## Requirements\n", "\n", "- Python version 3.7.3.\n", "- DataRobot API version 2.14.0.\n", "- A DataRobot Project object.\n", "- A DataRobot Model object.\n", "\n", "Small adjustments may be needed depending on the Python version and DataRobot API version you are using." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Import libraries" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import datarobot as dr\n", "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "import seaborn as sns\n", "\n", "sns.set_style(\"ticks\")\n", "sns.set_context(\"poster\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Connect to DataRobot\n", "\n", "Read more about different options for [connecting to DataRobot from the client](https://docs.datarobot.com/en/docs/api/api-quickstart/api-qs.html)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# If the config file is not in the default location described in the API Quickstart guide, '~/.config/datarobot/drconfig.yaml', then you will need to call\n", "# dr.Client(config_path='path-to-drconfig.yaml')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Select models\n", "\n", "For this workflow, select the top five performing models from the project." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "project = dr.Project.get(project_id=\"\")\n", "models = project.get_models()\n", "models = models[:5]\n", "print(models)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Create a dataframe\n", "\n", "Create a dataframe of features' relative rank for the top five models." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "all_impact = pd.DataFrame()\n", "for model in models[0:5]:\n", " # This can take about one minute for each model\n", " feature_impact = model.get_or_request_feature_impact(max_wait=600)\n", "\n", " # Ready to be converted to dataframe\n", " df = pd.DataFrame(feature_impact)\n", " # Track model names and IDs for auditing purposes\n", " df[\"model_type\"] = model.model_type\n", " df[\"model_id\"] = model.id\n", " # By sorting and re-indexing, the new index becomes the 'ranking'\n", " df = df.sort_values(by=\"impactUnnormalized\", ascending=False)\n", " df = df.reset_index(drop=True)\n", " df[\"rank\"] = df.index.values\n", "\n", " # Add to the master list of all models' feature ranks\n", " all_impact = pd.concat([all_impact, df], ignore_index=True)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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featureNameimpactNormalizedimpactUnnormalizedredundantWithmodel_typemodel_idrank
0number_inpatient1.0000000.031445NoneeXtreme Gradient Boosted Trees Classifier with...5e620be2d7c7a80c003d16a20
1discharge_disposition_id0.9507230.029896NoneeXtreme Gradient Boosted Trees Classifier with...5e620be2d7c7a80c003d16a21
2medical_specialty0.8282890.026046NoneeXtreme Gradient Boosted Trees Classifier with...5e620be2d7c7a80c003d16a22
3number_diagnoses0.6094190.019163NoneeXtreme Gradient Boosted Trees Classifier with...5e620be2d7c7a80c003d16a23
4num_lab_procedures0.5432380.017082NoneeXtreme Gradient Boosted Trees Classifier with...5e620be2d7c7a80c003d16a24
\n", "
" ], "text/plain": [ " featureName impactNormalized impactUnnormalized \\\n", "0 number_inpatient 1.000000 0.031445 \n", "1 discharge_disposition_id 0.950723 0.029896 \n", "2 medical_specialty 0.828289 0.026046 \n", "3 number_diagnoses 0.609419 0.019163 \n", "4 num_lab_procedures 0.543238 0.017082 \n", "\n", " redundantWith model_type \\\n", "0 None eXtreme Gradient Boosted Trees Classifier with... \n", "1 None eXtreme Gradient Boosted Trees Classifier with... \n", "2 None eXtreme Gradient Boosted Trees Classifier with... \n", "3 None eXtreme Gradient Boosted Trees Classifier with... \n", "4 None eXtreme Gradient Boosted Trees Classifier with... \n", "\n", " model_id rank \n", "0 5e620be2d7c7a80c003d16a2 0 \n", "1 5e620be2d7c7a80c003d16a2 1 \n", "2 5e620be2d7c7a80c003d16a2 2 \n", "3 5e620be2d7c7a80c003d16a2 3 \n", "4 5e620be2d7c7a80c003d16a2 4 " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "all_impact.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## View rankings and distribution\n", "\n", "You can find the N features with the highest median ranking and visualize the distributions:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from matplotlib.axes._axes import _log as matplotlib_axes_logger\n", "\n", "matplotlib_axes_logger.setLevel(\"ERROR\")\n", "\n", "n_feats = 20\n", "top_feats = list(\n", " all_impact.groupby(\"featureName\").median().sort_values(\"rank\").head(n_feats).index.values\n", ")\n", "\n", "top_feat_impact = all_impact.query(\"featureName in @top_feats\").copy()\n", "\n", "fig, ax = plt.subplots(figsize=(20, 25))\n", "sns.boxenplot(y=\"featureName\", x=\"rank\", data=top_feat_impact, order=top_feats, ax=ax, orient=\"h\")\n", "plt.title(\"Features with highest Feature Impact rating\")\n", "_ = ax.set_ylabel(\"Feature Name\")\n", "_ = ax.set_xlabel(\"Rank\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Create a new feature list\n", "\n", "After analysis, you can create a new feature list with the top features and rerun Autopilot. Note that a feature list can also be created for a dataset and becomes usable across all projects that use that dataset in the future." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Create new featurelist and run autopilot\n", "featurelist = project.create_featurelist(\"consensus-top-features\", list(top_feats))\n", "featurelist_id = featurelist.id\n", "\n", "project.start_autopilot(featurelist_id=featurelist_id)\n", "project.wait_for_autopilot()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.8" } }, "nbformat": 4, "nbformat_minor": 4 }