{ "cells": [ { "cell_type": "markdown", "id": "chicken-alliance", "metadata": { "tags": [] }, "source": [ "# Interpreting the coefficients of a linear regression\n", "\n", "A regression coefficient describes how much the response variable changes for a unit change of a covariate while all other covariates remain constant.\n", "\n", "In this notebook, we will deepen this intuition with a hands-on example." ] }, { "cell_type": "code", "execution_count": 1, "id": "filled-relation", "metadata": { "tags": [] }, "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", "\n", "import statsmodels.formula.api as smf\n", "\n", "import seaborn as sns\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "id": "developed-living", "metadata": { "tags": [] }, "outputs": [], "source": [ "sns.set_context('poster')" ] }, { "cell_type": "markdown", "id": "reported-estimate", "metadata": { "tags": [] }, "source": [ "## Generate data\n", "\n", "We generate synthetic data using a form of structural equation modeling.\n", "This way, we can check whether we are able to recover the coefficients." ] }, { "cell_type": "code", "execution_count": 3, "id": "grand-washer", "metadata": { "tags": [] }, "outputs": [], "source": [ "N = 1000\n", "\n", "beta_g1 = 1.4\n", "beta_g2 = -0.8\n", "\n", "mean_g1 = -2\n", "mean_g2 = 10" ] }, { "cell_type": "code", "execution_count": 4, "id": "southwest-impact", "metadata": { "tags": [] }, "outputs": [], "source": [ "np.random.seed(42)\n", "\n", "X = np.random.normal(size=N * 2)\n", "Y = np.r_[\n", " beta_g1 * X[: int(len(X) / 2)] + np.random.normal(mean_g1, size=N),\n", " beta_g2 * X[int(len(X) / 2) :] + np.random.normal(mean_g2, size=N),\n", "]\n", "group = ['$G_1$'] * N + ['$G_2$'] * N" ] }, { "cell_type": "code", "execution_count": 5, "id": "democratic-framing", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
XYgroup
00.496714-1.979778$G_1$
1-0.138264-2.338089$G_1$
20.647689-1.885656$G_1$
31.523030-0.175720$G_1$
4-0.234153-4.221429$G_1$
\n", "
" ], "text/plain": [ " X Y group\n", "0 0.496714 -1.979778 $G_1$\n", "1 -0.138264 -2.338089 $G_1$\n", "2 0.647689 -1.885656 $G_1$\n", "3 1.523030 -0.175720 $G_1$\n", "4 -0.234153 -4.221429 $G_1$" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = pd.DataFrame({'X': X, 'Y': Y, 'group': group})\n", "\n", "df['group'] = df['group'].astype('category')\n", "\n", "df.head()" ] }, { "cell_type": "markdown", "id": "green-narrow", "metadata": { "tags": [] }, "source": [ "## Fit model\n", "\n", "The model:\n", "$$\n", "Y \\sim \\beta_0 + \\beta_1 \\cdot group + \\beta_2 \\cdot X + \\beta_3 \\cdot X \\cdot group\n", "$$" ] }, { "cell_type": "code", "execution_count": 6, "id": "trained-ceremony", "metadata": { "tags": [] }, "outputs": [], "source": [ "mod = smf.ols(formula='Y ~ X * group', data=df)\n", "fit = mod.fit()" ] }, { "cell_type": "markdown", "id": "inside-development", "metadata": { "tags": [] }, "source": [ "## Investigate result" ] }, { "cell_type": "markdown", "id": "assured-sunday", "metadata": { "tags": [] }, "source": [ "### Retrieve coefficients" ] }, { "cell_type": "code", "execution_count": 7, "id": "french-communication", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "
coef std err t P>|t| [0.025 0.975]
Intercept -1.9946 0.032 -62.740 0.000 -2.057 -1.932
group[T.$G_2$] 11.9799 0.045 266.149 0.000 11.892 12.068
X 1.4222 0.032 43.793 0.000 1.359 1.486
X:group[T.$G_2$] -2.2785 0.046 -50.067 0.000 -2.368 -2.189
" ], "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "res = fit.summary()\n", "res.tables[1]" ] }, { "cell_type": "code", "execution_count": 8, "id": "continental-place", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/plain": [ "Intercept -1.994595\n", "group[T.$G_2$] 11.979866\n", "X 1.422225\n", "X:group[T.$G_2$] -2.278550\n", "dtype: float64" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "coefs = fit.params\n", "coefs" ] }, { "cell_type": "markdown", "id": "greek-house", "metadata": { "tags": [] }, "source": [ "### Understand their meaning" ] }, { "cell_type": "code", "execution_count": 9, "id": "appreciated-lease", "metadata": { "tags": [] }, "outputs": [], "source": [ "fitted_beta_g1 = coefs['X']\n", "fitted_beta_g2 = coefs['X'] + coefs['X:group[T.$G_2$]']\n", "\n", "fitted_mean_g1 = coefs['Intercept']\n", "fitted_mean_g2 = coefs['Intercept'] + coefs['group[T.$G_2$]']" ] }, { "cell_type": "code", "execution_count": 10, "id": "sustainable-aerospace", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
labeltrue_valuefitted_value
0beta_g11.41.422225
1beta_g2-0.8-0.856325
2mean_g1-2.0-1.994595
3mean_g210.09.985271
\n", "
" ], "text/plain": [ " label true_value fitted_value\n", "0 beta_g1 1.4 1.422225\n", "1 beta_g2 -0.8 -0.856325\n", "2 mean_g1 -2.0 -1.994595\n", "3 mean_g2 10.0 9.985271" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.DataFrame(\n", " {\n", " 'label': ['beta_g1', 'beta_g2', 'mean_g1', 'mean_g2'],\n", " 'true_value': [beta_g1, beta_g2, mean_g1, mean_g2],\n", " 'fitted_value': [\n", " fitted_beta_g1,\n", " fitted_beta_g2,\n", " fitted_mean_g1,\n", " fitted_mean_g2,\n", " ],\n", " }\n", ")" ] }, { "cell_type": "code", "execution_count": 11, "id": "destroyed-hybrid", "metadata": { "tags": [] }, "outputs": [], "source": [ "def annotate_plot(space, mean, beta, color):\n", " values = mean + beta * space\n", "\n", " ax.plot(space, values, color=color)\n", " ax.axhline(mean, ls='dashed', color=color)\n", "\n", " mid = len(space) // 2\n", " ax.text(\n", " space[mid],\n", " values[mid],\n", " f'${mean:.2f} + {beta:.2f} \\cdot x$',\n", " color=color,\n", " size=12,\n", " bbox=dict(boxstyle='round4,pad=.5', fc='0.85'),\n", " ha='center',\n", " )" ] }, { "cell_type": "code", "execution_count": 12, "id": "charged-victorian", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(16, 12))\n", "ax = sns.scatterplot(x='X', y='Y', hue='group', data=df, s=10)\n", "\n", "sub = df.loc[df['group'] == '$G_1$', 'X']\n", "annotate_plot(\n", " np.linspace(sub.min(), sub.max()),\n", " fitted_mean_g1,\n", " fitted_beta_g1,\n", " sns.color_palette()[0],\n", ")\n", "\n", "sub = df.loc[df['group'] == '$G_2$', 'X']\n", "annotate_plot(\n", " np.linspace(sub.min(), sub.max()),\n", " fitted_mean_g2,\n", " fitted_beta_g2,\n", " sns.color_palette()[1],\n", ")\n", "\n", "plt.legend(bbox_to_anchor=(1, 0.5), loc='center left', frameon=False)" ] } ], "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": "3.8.6" }, "toc-autonumbering": true }, "nbformat": 4, "nbformat_minor": 5 }