{ "cells": [ { "cell_type": "markdown", "id": "078900c6-d71d-44f0-9e76-cc5ce66f0ca9", "metadata": {}, "source": [ "# Logistic regression: exploring bootstrapping\n", "\n", "Exploring different bootstrapping idea:\n", "\n", "* non-parametric with minimal constraint (no empty group)\n", "* stratified non-parametric\n", "* parametric boostrapping \n", "* comparing distribution of boostrapped parameters with MLE asymptotic approx\n", "\n", "Ref:\n", " * https://www.scirp.org/journal/paperinformation?paperid=70962" ] }, { "cell_type": "markdown", "id": "e18cec5e", "metadata": {}, "source": [ "## Common" ] }, { "cell_type": "code", "execution_count": 1, "id": "3b351af7", "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import scipy\n", "\n", "import pandas as pd\n", "import os\n", "\n", "from sklearn import linear_model\n", "\n", "# our libs\n", "from src import data_utils\n", "from src import report_utils\n", "from src import logit\n", "\n", "# testing multivariate normal\n", "import pingouin as pg\n", "from src import mvn" ] }, { "cell_type": "markdown", "id": "e0de7f02-942b-42ff-874c-3c0e2ac1e0dc", "metadata": {}, "source": [ "## Data" ] }, { "cell_type": "code", "execution_count": 2, "id": "3373f87f", "metadata": { "tags": [] }, "outputs": [], "source": [ "results_path = \"./results\"\n", "if not os.path.exists(results_path): os.makedirs(results_path)\n", "\n", "data_path = \"../../data/\"\n", "suv_filename = os.path.join(data_path, \"suv_percentilesSLOthenUWM.mat\")\n", "flags_filename = os.path.join(data_path,\"flags_combined.mat\")\n", "normal_range_filename = os.path.join(data_path, \"normal_range.mat\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "811d990d", "metadata": { "tags": [] }, "outputs": [], "source": [ "\"\"\"\n", "Loading all data\n", "\"\"\"\n", "suv_dict = scipy.io.loadmat(suv_filename)\n", "flags_dict = scipy.io.loadmat(flags_filename)\n", "normal_range_dict = scipy.io.loadmat(normal_range_filename)" ] }, { "cell_type": "code", "execution_count": 4, "id": "4a292c31", "metadata": {}, "outputs": [], "source": [ "# get data\n", "perc = 95\n", "organ = \"lung\"\n", "x, y = data_utils.get_data(organ, perc, suv_dict, flags_dict)\n", "\n", "# number of boostrapping samples\n", "n_boots = 10000" ] }, { "cell_type": "markdown", "id": "35e9bb7b-5a50-4cae-9af4-261c11453dd4", "metadata": {}, "source": [ "## Fit\n", "\n", "Ref: logistic regression documentation\n", "* https://scikit-learn.org/stable/modules/linear_model.html#logistic-regression\n", "* https://stats.stackexchange.com/questions/186830/what-is-scikit-learns-logisticregression-minimizing" ] }, { "cell_type": "code", "execution_count": 5, "id": "239ae789", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pars = array([-11.68319035, 5.68708926])\n" ] } ], "source": [ "# fits\n", "logr = linear_model.LogisticRegression(penalty = None)\n", "pars = logit.logit_poly_fit(x, y, degree = 1, lm=logr)\n", "print(f\"{pars = }\")" ] }, { "cell_type": "code", "execution_count": 6, "id": "9cf6fec1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "cov_pars = array([[12.31854544, -6.71118734],\n", " [-6.71118734, 3.81820749]])\n" ] } ], "source": [ "# asymptotic covariance matrix of parameters\n", "cov_pars = logit.logit_poly_cov(x, pars)\n", "print(f\"{cov_pars = }\")" ] }, { "cell_type": "code", "execution_count": 7, "id": "2359d3c1", "metadata": {}, "outputs": [], "source": [ "# defining twosided probabilities\n", "alpha = 0.05 # significance level\n", "probs = [alpha/2, 1 - alpha/2]" ] }, { "cell_type": "code", "execution_count": 8, "id": "4ba4d5d4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pars_CI = array([[-18.5622299 , 1.85727375],\n", " [ -4.80415081, 9.51690477]])\n" ] } ], "source": [ "# CI of params (assuming asymptotic distr of parameters)\n", "pars_CI = logit.logit_poly_pars_quantiles_normal(probs, pars, cov_pars)\n", "print(f\"{pars_CI = }\")" ] }, { "cell_type": "code", "execution_count": 9, "id": "96acc3ab", "metadata": {}, "outputs": [ { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "index", "rawType": "object", "type": "string" }, { "name": "value", "rawType": "float64", "type": "float" }, { "name": "LCL", "rawType": "float64", "type": "float" }, { "name": "UCL", "rawType": "float64", "type": "float" } ], "ref": "259786d7-ee8f-4d17-8034-8df2bc47004d", "rows": [ [ "b0", "-11.683190353932444", "-18.562229897321526", "-4.804150810543364" ], [ "b1", "5.687089258005264", "1.857273746403974", "9.516904769606553" ] ], "shape": { "columns": 3, "rows": 2 } }, "text/html": [ "
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valueLCLUCL
b0-11.683190-18.562230-4.804151
b15.6870891.8572749.516905
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" ], "text/plain": [ " value LCL UCL\n", "b0 -11.683190 -18.562230 -4.804151\n", "b1 5.687089 1.857274 9.516905" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# present table of results\n", "pd.DataFrame({\"value\": pars, \"LCL\": pars_CI[0], \"UCL\": pars_CI[1]}, index = [f\"b{i}\" for i in range(len(pars))])" ] }, { "cell_type": "code", "execution_count": 10, "id": "6ef6f46b", "metadata": {}, "outputs": [ { "data": { "application/vnd.microsoft.datawrangler.viewer.v0+json": { "columns": [ { "name": "index", "rawType": "int64", "type": "integer" }, { "name": "LLF", "rawType": "float64", "type": "float" }, { "name": "AIC", "rawType": "float64", "type": "float" }, { "name": "BIC", "rawType": "float64", "type": "float" }, { "name": "A", "rawType": "float64", "type": "float" }, { "name": "chi2", "rawType": "float64", "type": "float" }, { "name": "p-value(chi2)", "rawType": "float64", "type": "float" }, { "name": "n", "rawType": "int64", "type": "integer" }, { "name": "k", "rawType": "int64", "type": "integer" }, { "name": "dof", "rawType": "int64", "type": "integer" } ], "ref": "aca4a963-0c6e-4723-b0d8-238de7f63666", "rows": [ [ "0", "-7.3941958272727675", "18.788391654545535", "22.90927767563837", "0.9655172413793104", "23.105937357608347", "0.9999705652971257", "58", "2", "56" ] ], "shape": { "columns": 9, "rows": 1 } }, "text/html": [ "
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LLFAICBICAchi2p-value(chi2)nkdof
0-7.39419618.78839222.9092780.96551723.1059370.99997158256
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" ], "text/plain": [ " LLF AIC BIC A chi2 p-value(chi2) n k \\\n", "0 -7.394196 18.788392 22.909278 0.965517 23.105937 0.999971 58 2 \n", "\n", " dof \n", "0 56 " ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# goodness of fit measures\n", "pd.DataFrame([logit.logit_poly_goodness_of_fit(x, y, pars)])" ] }, { "cell_type": "code", "execution_count": 11, "id": "54f463d0", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plotting results\n", "fig, ax = plt.subplots(figsize = (6, 5))\n", "\n", "ax.set_title(\"cond. prob. for AE\")\n", "\n", "ax.set_xlabel(r\"$x = max_{visit} SUV(visit, p)$\")\n", "ax.set_ylabel(\"P(AE|X = x)\")\n", "\n", "# plotting data points\n", "for i, lab in enumerate([\"NC\", \"AE\"]): ax.scatter(x[y == i], y[y == i],label = lab) \n", "\n", "# plotting fitted model \n", "xp = np.linspace(0, 6, 100)\n", "yp = logit.logit_poly_model(xp, pars)\n", "ax.plot(xp, yp, label = \"logistic reg\")\n", "\n", "for lab, c in zip([\"normal\", \"delta\"], [\"red\", \"green\"]):\n", " \n", " # define quantile model\n", " qm = eval(f\"logit.logit_poly_model_quantiles_{lab}\")\n", " \n", " # get result of model quantiles\n", " res = qm(xp, probs, pars, cov_pars)\n", "\n", " # make plot of quantiles\n", " ax.fill_between(xp, *res, color = c, alpha = 0.5, label = f\"CI:{lab}\")\n", "\n", "ax.legend(loc='center right')\n", "\n", "plt.show()\n" ] }, { "cell_type": "markdown", "id": "6a1a899c-ac8a-44e8-bad6-04262e429913", "metadata": {}, "source": [ "## Nonpar. bootstrapping" ] }, { "cell_type": "code", "execution_count": 12, "id": "f10f2fe4", "metadata": {}, "outputs": [], "source": [ "\n", "\"\"\"\n", " Calculate mean vector and sample covariance matrix\n", "\n", " Input:\n", " x: array nxm for floats\n", " \n", " Return:\n", " (mean, cov)\n", "\"\"\"\n", "def mean_and_cov(x):\n", " \n", " mean_x = np.mean(x, axis = 0)\n", " dx = x - mean_x\n", " \n", " cov_x = dx.T @ dx/(len(dx)-1)\n", " \n", " return mean_x, cov_x" ] }, { "cell_type": "code", "execution_count": 13, "id": "2a860703", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "bpars_nonpar.shape = (10000, 2)\n", "size_selected: 7851\n" ] } ], "source": [ "# performing bootstrapping\n", "m = n_boots\n", "bpars_nonpar = logit.get_nonparam_boots_pars(x, y, m, lm = logr)\n", "\n", "print(f\"{bpars_nonpar.shape = }\")\n", "\n", "# select a zoom windows of parameters with the largest peak in the distribution\n", "window = np.array([[-50,0], [0, 20]])\n", "\n", "mask_sel = data_utils.within_bounds(bpars_nonpar, window)\n", "bpars_nonpar_sel = bpars_nonpar[mask_sel]\n", "\n", "print(\"size_selected:\", len(bpars_nonpar_sel))" ] }, { "cell_type": "code", "execution_count": 14, "id": "c99b4ec3", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report_utils.plot_pdf(\n", " bpars_nonpar,\n", " bpars_nonpar_sel,\n", " results_path,\n", " \"logit_nonpar_boots.pdf\",\n", " \"logit_nonpar_boots_sel.pdf\",\n", " pars,\n", " cov_pars,\n", " pars_labels = [r\"$\\theta_{0}$\", r\"$\\theta_{1}$\"]\n", ")" ] }, { "cell_type": "code", "execution_count": 15, "id": "4c2f7492-6caa-4f05-8a2f-a5a1eac28d30", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "== asymp beta ==\n", "mean:\n", "[-11.68319035 5.68708926]\n", "sample_cov:\n", "[[12.31854544 -6.71118734]\n", " [-6.71118734 3.81820749]]\n", "\n", "== betas in window ==\n", "mean:[-13.80656613 6.82934266]\n", "sample_cov:\n", "[[ 39.79769147 -24.21182354]\n", " [-24.21182354 15.36205015]]\n", "\n", "== all betas ==\n", "mean:\n", "[-31.80230595 17.59449002]\n", "sample_cov:\n", "[[ 1720.40403215 -1063.13618435]\n", " [-1063.13618435 660.43890903]]\n" ] } ], "source": [ "print(\"== asymp beta ==\\nmean:\\n{}\\nsample_cov:\\n{}\\n\".format(pars, cov_pars))\n", "print(\"== betas in window ==\\nmean:{}\\nsample_cov:\\n{}\\n\".format(*mean_and_cov(bpars_nonpar_sel)))\n", "print(\"== all betas ==\\nmean:\\n{}\\nsample_cov:\\n{}\".format(*mean_and_cov(bpars_nonpar)))\n", "\n", "# Conclusion: due to multiple peaks the empirical values are very far from MLE" ] }, { "cell_type": "code", "execution_count": 16, "id": "5160ac22-29e7-4c06-8b60-1214231fbc43", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "case 1:\n", "\tmvn.mardia:(np.float64(4.833573287075571), np.float64(-1.2779303906191906), np.float64(0.30480406700810825), np.float64(0.20127397132431946))\n", "\tmvn.hz:(np.float64(1.021869672905809), np.float64(0.11258362256748744))\n", "\tmvn.royston:(np.float64(9.031869973807346), np.float64(0.060307801029024555))\n", "\tpg.hz:HZResults(hz=np.float64(1.021869672905809), pval=np.float64(0.11258362256748755), normal=True)\n", "case 2: HZResults(hz=np.float64(8.064710154435065), pval=np.float64(1.6550339853758995e-19), normal=False)\n", "our case: HZResults(hz=np.float64(302.3193258436749), pval=np.float64(7.641311146472947e-113), normal=False)\n" ] } ], "source": [ "# testing multivariate_normality\n", "# Ref: \n", "# * https://www.statology.org/multivariate-normality-test-python/\n", "# * https://pingouin-stats.org/build/html/generated/pingouin.multivariate_normality.html\n", "# * https://www.sfu.ca/sasdoc/sashtml/ets/chap14/sect38.htm\n", "\n", "# random generate\n", "#rng = np.random.default_rng(2011) # this does not work !!!!!\n", "rng = np.random.default_rng(2001)\n", "\n", "# test case: expecting p>> 0.05 value => True\n", "data1 = rng.multivariate_normal([1, 2], [[2, 0.25], [0.25, 2]], size = 1000)\n", "test1 = {\"mvn.mardia\": mvn.mardia_test(data1), \n", " \"mvn.hz\": mvn.hz_test(data1),\n", " \"mvn.royston\" : mvn.royston_test(data1),\n", " \"pg.hz\": pg.multivariate_normality(data1, 0.05)}\n", "\n", "print(\"case 1:\")\n", "for key, val in test1.items():\n", " print(f\"\\t{key}:{val}\")\n", "\n", "# test case: expecting p << 0.05 value, => False\n", "data2 = rng.multivariate_normal([3, 5], [[1, 0.5], [0.5, 1]], size = 1000)\n", "test2 = pg.multivariate_normality(np.log(np.abs(data2)), alpha = 0.05)\n", "print(\"case 2:\", test2)\n", "\n", "# testing our parameters\n", "our_case = pg.multivariate_normality(bpars_nonpar[:1000], alpha = 0.05)\n", "print(\"our case:\", our_case)" ] }, { "cell_type": "markdown", "id": "98ad2d95-d89b-4f18-a2f7-c7fc17473135", "metadata": {}, "source": [ "Conclusion: Statistically looking, the distribution of parameters is far from multivariate Gaussian for these sizes of samples, but is captures essential properties." ] }, { "cell_type": "markdown", "id": "a8e54912", "metadata": {}, "source": [ "## Nonpar. stratified bootstrapped\n", "\n", "The number of points in each group is the same as in the original case." ] }, { "cell_type": "code", "execution_count": 17, "id": "b0e015ea", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "bpars_nonpar_strat.shape= (10001, 2)\n" ] } ], "source": [ "# performing stratified bootstrapping\n", "m = n_boots\n", "bpars_nonpar_strat = logit.get_nonparam_stratified_boots_pars(x, y, m, lm = logr)\n", "\n", "print(f\"{bpars_nonpar_strat.shape= }\")" ] }, { "cell_type": "code", "execution_count": 18, "id": "c53978ca", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "size_selected: 7867\n" ] } ], "source": [ "# select a zoom windows of parameters with the largest peak in the distribution\n", "window = np.array([[-100,0], [0, 20]])\n", "\n", "mask_sel = data_utils.within_bounds(bpars_nonpar_strat, window)\n", "bpars_nonpar_strat_sel = bpars_nonpar_strat[mask_sel]\n", "\n", "print(\"size_selected:\", len(bpars_nonpar_strat_sel))" ] }, { "cell_type": "code", "execution_count": 19, "id": "a53543fc", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report_utils.plot_pdf(\n", " bpars_nonpar_strat, \n", " bpars_nonpar_strat_sel, \n", " results_path, \n", " \"logit_nonpar_boots_strat.pdf\",\n", " \"logit_nonpar_boots_strat_sel.pdf\",\n", " pars,\n", " cov_pars,\n", " pars_labels = [r\"$\\theta_{0}$\", r\"$\\theta_{1}$\"]\n", ")" ] }, { "cell_type": "code", "execution_count": 20, "id": "298ff85e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "== asymp beta ==\n", "mean:\n", "[-11.68319035 5.68708926]\n", "sample_cov:\n", "[[12.31854544 -6.71118734]\n", " [-6.71118734 3.81820749]]\n", "\n", "== betas in windows ==\n", "mean:[-13.70249663 6.88927173]\n", "sample_cov:\n", "[[ 38.66266221 -24.47770901]\n", " [-24.47770901 15.59124051]]\n", "\n", "== all betas ==\n", "mean:\n", "[-32.5778551 18.20748471]\n", "sample_cov:\n", "[[ 1876.4222611 -1161.35737777]\n", " [-1161.35737777 721.86322217]]\n" ] } ], "source": [ "print(\"== asymp beta ==\\nmean:\\n{}\\nsample_cov:\\n{}\\n\".format(pars, cov_pars))\n", "print(\"== betas in windows ==\\nmean:{}\\nsample_cov:\\n{}\\n\".format(*mean_and_cov(bpars_nonpar_strat_sel)))\n", "print(\"== all betas ==\\nmean:\\n{}\\nsample_cov:\\n{}\".format(*mean_and_cov(bpars_nonpar_strat)))\n", "\n", "# Conclusion: due to multiple peaks the empirical values are very far from MLE" ] }, { "cell_type": "markdown", "id": "d1a90c82", "metadata": {}, "source": [ "## Parametric boostrapping" ] }, { "cell_type": "code", "execution_count": 21, "id": "88415c37", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "bpars_param.shape= (10000, 2)\n" ] } ], "source": [ "# performing stratified bootstrapping\n", "m = n_boots\n", "bpars_param = logit.get_parametric_boots_pars(x, y, m, lm = logr)\n", "\n", "print(f\"{bpars_param.shape= }\")" ] }, { "cell_type": "code", "execution_count": 22, "id": "c157ea73", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "size_selected: 7832\n" ] } ], "source": [ "# select a zoom windows of parameters with the largest peak in the distribution\n", "window = np.array([[-100,0], [0, 20]])\n", "\n", "mask_sel = data_utils.within_bounds(bpars_param, window)\n", "bpars_param_sel = bpars_param[mask_sel]\n", "\n", "print(\"size_selected:\", len(bpars_param_sel))" ] }, { "cell_type": "code", "execution_count": 23, "id": "74a623bf", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report_utils.plot_pdf(\n", " bpars_param, \n", " bpars_param_sel, \n", " results_path, \n", " \"logit_param_boots.pdf\",\n", " \"logit_param_boots_sel.pdf\",\n", " pars,\n", " cov_pars,\n", " pars_labels = [r\"$\\theta_{0}$\", r\"$\\theta_{1}$\"]\n", ")" ] }, { "cell_type": "markdown", "id": "3e9780e4", "metadata": {}, "source": [ "## Compare model CI results" ] }, { "cell_type": "code", "execution_count": 24, "id": "924d6463", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "report_utils.plot_logit_ci_comparison(\n", " x=x,\n", " y=y,\n", " pars=pars,\n", " cov_pars=cov_pars,\n", " probs=probs,\n", " results_path=results_path,\n", " logit=logit,\n", " bpars_nonpar=bpars_nonpar,\n", " bpars_nonpar_strat=bpars_nonpar_strat,\n", " bpars_param=bpars_param,\n", " filename=\"logit_cmp_CI.pdf\",\n", " title=\"cond. prob. for AE\",\n", ")" ] } ], "metadata": { "kernelspec": { "display_name": "base (3.12.3)", "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": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 5 }