{
"cells": [
{
"cell_type": "markdown",
"id": "078900c6-d71d-44f0-9e76-cc5ce66f0ca9",
"metadata": {},
"source": [
"# Logistic regression: fit\n",
"\n",
"Exploring different fitting techniques and using MLE asymptotic approx of parameter distribution to estimate model CI intervals."
]
},
{
"cell_type": "markdown",
"id": "e18cec5e",
"metadata": {},
"source": [
"## Common"
]
},
{
"cell_type": "code",
"execution_count": 2,
"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 seaborn as sns\n",
"import os\n",
"\n",
"# our libs\n",
"import data_utils\n",
"import logit_utils"
]
},
{
"cell_type": "markdown",
"id": "e0de7f02-942b-42ff-874c-3c0e2ac1e0dc",
"metadata": {},
"source": [
"## Data"
]
},
{
"cell_type": "code",
"execution_count": 3,
"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": 4,
"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": 5,
"id": "4a292c31",
"metadata": {},
"outputs": [],
"source": [
"# get data\n",
"perc = 95\n",
"organ = \"lung\"\n",
"\n",
"x0, y = data_utils.get_data(organ, perc, suv_dict, flags_dict)\n",
"\n",
"labs = [\"plain\", \"log\"]\n",
"xs = [x0, np.log(x0)]"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "130de003",
"metadata": {},
"outputs": [],
"source": [
"import numpy as np"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "7d1554b0",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[0 1 2 3 4]\n",
" [5 6 7 8 9]]\n",
"[[[ 0 1 2]\n",
" [ 3 4 5]\n",
" [ 6 7 8]\n",
" [ 9 10 11]\n",
" [12 13 14]]\n",
"\n",
" [[15 16 17]\n",
" [18 19 20]\n",
" [21 22 23]\n",
" [24 25 26]\n",
" [27 28 29]]]\n"
]
}
],
"source": [
"a=np.arange(10).reshape(2,5)\n",
"\n",
"b=np.arange(10*3).reshape(2,5,3)\n",
"\n",
"print(a)\n",
"print(b)"
]
},
{
"cell_type": "markdown",
"id": "35e9bb7b-5a50-4cae-9af4-261c11453dd4",
"metadata": {},
"source": [
"## Fit linear model\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": 8,
"id": "239ae789",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"parss = array([[-11.68319035, 5.68708926],\n",
" [ -7.52531005, 10.73177719]])\n"
]
}
],
"source": [
"# fits\n",
"parss = np.array([logit_utils.logit_poly_fit(x, y, degree = 1) for x in xs])\n",
"print(f\"{parss = }\")"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "9cf6fec1",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"cov_parss = array([[[12.31854544, -6.71118734],\n",
" [-6.71118734, 3.81820749]],\n",
"\n",
" [[ 5.04803783, -7.92922372],\n",
" [-7.92922372, 13.99363052]]])\n"
]
}
],
"source": [
"# asymptotic covariance matrix of parameters\n",
"cov_parss = np.array([logit_utils.logit_poly_cov(x, pars) for x, pars in zip(xs, parss)])\n",
"print(f\"{cov_parss = }\")"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "2359d3c1",
"metadata": {},
"outputs": [],
"source": [
"# defining two-sided confidence intervals\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_CIs = array([[[-18.5622299 , 1.85727375],\n",
" [ -4.80415081, 9.51690477]],\n",
"\n",
" [[-11.92892555, 3.3999319 ],\n",
" [ -3.12169455, 18.06362248]]])\n"
]
}
],
"source": [
"# CI of params (assuming asymptotic distr of parameters)\n",
"pars_CIs = np.array([logit_utils.logit_poly_pars_quantiles_normal(probs, pars, cov_pars) for pars, cov_pars in zip(parss, cov_parss)])\n",
"print(f\"{pars_CIs = }\")"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "96acc3ab",
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.microsoft.datawrangler.viewer.v0+json": {
"columns": [
{
"name": "('scale', 'coef')",
"rawType": "object",
"type": "unknown"
},
{
"name": "value",
"rawType": "float64",
"type": "float"
},
{
"name": "LCL",
"rawType": "float64",
"type": "float"
},
{
"name": "UCL",
"rawType": "float64",
"type": "float"
}
],
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"rows": [
[
"('plain', 'b0')",
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"('plain', 'b1')",
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"1.8572737464039784",
"9.516904769606544"
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"('log', 'b0')",
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"('log', 'b1')",
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"
\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" | \n",
" value | \n",
" LCL | \n",
" UCL | \n",
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\n",
" \n",
" | scale | \n",
" coef | \n",
" | \n",
" | \n",
" | \n",
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\n",
" \n",
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" | plain | \n",
" b0 | \n",
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\n",
" \n",
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" 5.687089 | \n",
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\n",
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\n",
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" value LCL UCL\n",
"scale coef \n",
"plain b0 -11.683190 -18.562230 -4.804151\n",
" b1 5.687089 1.857274 9.516905\n",
"log b0 -7.525310 -11.928926 -3.121695\n",
" b1 10.731777 3.399932 18.063622"
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},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# present table of results\n",
"d = parss.shape[-1]\n",
"index = pd.MultiIndex.from_tuples([(lab, f\"b{i}\") for lab in labs for i in range(d)], names = ['scale', 'coef'])\n",
"pd.DataFrame({\"value\": parss.flatten(), \"LCL\": pars_CIs[:,0].flatten(), \"UCL\": pars_CIs[:,1].flatten()}, index = index)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "6ef6f46b",
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.microsoft.datawrangler.viewer.v0+json": {
"columns": [
{
"name": "scale",
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"name": "LLF",
"rawType": "float64",
"type": "float"
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{
"name": "AIC",
"rawType": "float64",
"type": "float"
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{
"name": "BIC",
"rawType": "float64",
"type": "float"
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{
"name": "A",
"rawType": "float64",
"type": "float"
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{
"name": "chi2",
"rawType": "float64",
"type": "float"
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{
"name": "p-value(chi2)",
"rawType": "float64",
"type": "float"
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"name": "n",
"rawType": "int64",
"type": "integer"
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{
"name": "k",
"rawType": "int64",
"type": "integer"
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{
"name": "dof",
"rawType": "int64",
"type": "integer"
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"plain",
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"\n",
"\n",
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\n",
" \n",
" \n",
" | \n",
" LLF | \n",
" AIC | \n",
" BIC | \n",
" A | \n",
" chi2 | \n",
" p-value(chi2) | \n",
" n | \n",
" k | \n",
" dof | \n",
"
\n",
" \n",
" | scale | \n",
" | \n",
" | \n",
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\n",
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\n",
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"text/plain": [
" LLF AIC BIC A chi2 p-value(chi2) n \\\n",
"scale \n",
"plain -7.394196 18.788392 22.909278 0.965517 23.105937 0.999971 58 \n",
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" k dof \n",
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},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# goodness of fit measures\n",
"index = pd.Index(labs, name = 'scale')\n",
"pd.DataFrame([logit_utils.logit_poly_goodness_of_fit(x, y, pars) for x, pars in zip(xs, parss)], index = index)"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "54f463d0",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# plotting results\n",
"fig, axs = plt.subplots(ncols = len(labs), figsize = (6*len(labs), 5))\n",
"\n",
"for ax, lab, x, pars, cov_pars in zip(axs, labs, xs, parss, cov_parss):\n",
"\n",
" ax.set_title(f\"cond. prob. for AE: scale {lab}\")\n",
"\n",
" if lab == \"plain\":\n",
" xlab = r\"$x = max_{visit} SUV(visit, p)$\"\n",
" else:\n",
" xlab = r\"$x = log(max_{visit} SUV(visit, p))$\"\n",
" \n",
" ax.set_xlabel(xlab)\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(min(x), max(x), 100)\n",
" yp = logit_utils.logit_poly_model(xp, pars)\n",
"\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",
" fname = f\"logit_utils.logit_poly_model_quantiles_{lab}\"\n",
" \n",
" # get result of model quantiles at probs\n",
" # pars and cov_pars are obtained via MLE method\n",
" res = eval(fname)(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",
"handles, labels = ax.get_legend_handles_labels()\n",
"fig.legend(handles, labels, bbox_to_anchor=(1.02, 0.5), loc='center right')\n",
"\n",
"plt.savefig(os.path.join(results_path, \"logit_fit.pdf\"))\n",
"plt.show()\n"
]
},
{
"cell_type": "markdown",
"id": "50dfb646",
"metadata": {},
"source": [
"## Fit cubic model\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": 2,
"id": "bcb24955",
"metadata": {},
"outputs": [],
"source": [
"import numpy as np"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "855f597f",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([10, 13, 16, 19, 22])"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"np.array([1,2])@np.arange(10).reshape(2,5)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "896ca504",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"parss = array([[-197.73509939, 248.907034 , -98.78754738, 12.20769479],\n",
" [ -75.19604143, 286.98532686, -339.07257923, 124.33155901]])\n"
]
}
],
"source": [
"# fits\n",
"parss = np.array([logit_utils.logit_poly_fit(x, y, degree = 3) for x in xs])\n",
"print(f\"{parss = }\")"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "45404e51",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"cov_parss = array([[[ 11032.93517532, -14145.10251152, 5717.53233434,\n",
" -718.21924319],\n",
" [-14145.10251152, 18209.22228607, -7393.24313207,\n",
" 933.58003493],\n",
" [ 5717.53233434, -7393.24313207, 3017.99869597,\n",
" -383.74314053],\n",
" [ -718.21924319, 933.58003493, -383.74314053,\n",
" 49.27459665]],\n",
"\n",
" [[ 1992.00030798, -7682.85412745, 9175.28509088,\n",
" -3379.47618792],\n",
" [ -7682.85412745, 29867.99665855, -35928.29336062,\n",
" 13325.79628235],\n",
" [ 9175.28509088, -35928.29336062, 43549.830978 ,\n",
" -16289.96884834],\n",
" [ -3379.47618792, 13325.79628235, -16289.96884834,\n",
" 6159.65134352]]])\n"
]
}
],
"source": [
"# asymptotic covariance matrix of parameters\n",
"cov_parss = np.array([logit_utils.logit_poly_cov(x, pars) for x, pars in zip(xs, parss)])\n",
"print(f\"{cov_parss = }\")"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "4b2574bf",
"metadata": {},
"outputs": [],
"source": [
"# defining two-sided confidence intervals\n",
"alpha = 0.05 # significance level\n",
"probs = [alpha/2, 1 - alpha/2]"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "f3f7a0cc",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"pars_CIs = array([[[-403.60536472, -15.57354671, -206.46074605, -1.55044222],\n",
" [ 8.13516594, 513.3876147 , 8.88565129, 25.9658318 ]],\n",
"\n",
" [[-162.67282209, -51.74270449, -748.08954997, -29.49316913],\n",
" [ 12.28073922, 625.71335821, 69.94439151, 278.15628715]]])\n"
]
}
],
"source": [
"# CI of params (assuming asymptotic distr of parameters)\n",
"pars_CIs = np.array([logit_utils.logit_poly_pars_quantiles_normal(probs, pars, cov_pars) for pars, cov_pars in zip(parss, cov_parss)])\n",
"print(f\"{pars_CIs = }\")"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "ad95bf42",
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.microsoft.datawrangler.viewer.v0+json": {
"columns": [
{
"name": "('scale', 'coef')",
"rawType": "object",
"type": "unknown"
},
{
"name": "value",
"rawType": "float64",
"type": "float"
},
{
"name": "LCL",
"rawType": "float64",
"type": "float"
},
{
"name": "UCL",
"rawType": "float64",
"type": "float"
}
],
"ref": "3591ba44-5738-4dfa-9dc9-648bcbda1322",
"rows": [
[
"('plain', 'b0')",
"-197.73509939400154",
"-403.60536472485205",
"8.13516593684895"
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[
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"248.90703399728125",
"-15.57354670535642",
"513.3876146999189"
],
[
"('plain', 'b2')",
"-98.78754738088045",
"-206.460746049195",
"8.885651287434086"
],
[
"('plain', 'b3')",
"12.20769479113704",
"-1.550442217446367",
"25.965831799720444"
],
[
"('log', 'b0')",
"-75.19604143281751",
"-162.67282208873257",
"12.280739223097527"
],
[
"('log', 'b1')",
"286.98532685781333",
"-51.74270448955622",
"625.7133582051829"
],
[
"('log', 'b2')",
"-339.07257923019125",
"-748.0895499663287",
"69.94439150594616"
],
[
"('log', 'b3')",
"124.33155901016768",
"-29.4931691252947",
"278.15628714563"
]
],
"shape": {
"columns": 3,
"rows": 8
}
},
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" | \n",
" value | \n",
" LCL | \n",
" UCL | \n",
"
\n",
" \n",
" | scale | \n",
" coef | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | plain | \n",
" b0 | \n",
" -197.735099 | \n",
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" 8.135166 | \n",
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\n",
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" 248.907034 | \n",
" -15.573547 | \n",
" 513.387615 | \n",
"
\n",
" \n",
" | b2 | \n",
" -98.787547 | \n",
" -206.460746 | \n",
" 8.885651 | \n",
"
\n",
" \n",
" | b3 | \n",
" 12.207695 | \n",
" -1.550442 | \n",
" 25.965832 | \n",
"
\n",
" \n",
" | log | \n",
" b0 | \n",
" -75.196041 | \n",
" -162.672822 | \n",
" 12.280739 | \n",
"
\n",
" \n",
" | b1 | \n",
" 286.985327 | \n",
" -51.742704 | \n",
" 625.713358 | \n",
"
\n",
" \n",
" | b2 | \n",
" -339.072579 | \n",
" -748.089550 | \n",
" 69.944392 | \n",
"
\n",
" \n",
" | b3 | \n",
" 124.331559 | \n",
" -29.493169 | \n",
" 278.156287 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" value LCL UCL\n",
"scale coef \n",
"plain b0 -197.735099 -403.605365 8.135166\n",
" b1 248.907034 -15.573547 513.387615\n",
" b2 -98.787547 -206.460746 8.885651\n",
" b3 12.207695 -1.550442 25.965832\n",
"log b0 -75.196041 -162.672822 12.280739\n",
" b1 286.985327 -51.742704 625.713358\n",
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" b3 124.331559 -29.493169 278.156287"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# present table of results\n",
"d = parss.shape[-1]\n",
"index = pd.MultiIndex.from_tuples([(lab, f\"b{i}\") for lab in labs for i in range(d)], names = ['scale', 'coef'])\n",
"pd.DataFrame({\"value\": parss.flatten(), \"LCL\": pars_CIs[:,0].flatten(), \"UCL\": pars_CIs[:,1].flatten()}, index = index)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "d88f2c91",
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.microsoft.datawrangler.viewer.v0+json": {
"columns": [
{
"name": "scale",
"rawType": "object",
"type": "string"
},
{
"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": "ce49d55f-da10-44c4-bdbf-cf9712061ed6",
"rows": [
[
"plain",
"-3.188317018122646",
"14.376634036245292",
"22.61840607843097",
"0.9655172413793104",
"6.024924100144916",
"1.0",
"58",
"4",
"54"
],
[
"log",
"-3.4914263565773593",
"14.982852713154719",
"23.224624755340393",
"0.9655172413793104",
"6.7369540076639955",
"0.9999999999999993",
"58",
"4",
"54"
]
],
"shape": {
"columns": 9,
"rows": 2
}
},
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" LLF | \n",
" AIC | \n",
" BIC | \n",
" A | \n",
" chi2 | \n",
" p-value(chi2) | \n",
" n | \n",
" k | \n",
" dof | \n",
"
\n",
" \n",
" | scale | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
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\n",
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" -3.188317 | \n",
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" 4 | \n",
" 54 | \n",
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\n",
" \n",
" | log | \n",
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" 23.224625 | \n",
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" 6.736954 | \n",
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" 58 | \n",
" 4 | \n",
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\n",
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"
\n",
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"
],
"text/plain": [
" LLF AIC BIC A chi2 p-value(chi2) n \\\n",
"scale \n",
"plain -3.188317 14.376634 22.618406 0.965517 6.024924 1.0 58 \n",
"log -3.491426 14.982853 23.224625 0.965517 6.736954 1.0 58 \n",
"\n",
" k dof \n",
"scale \n",
"plain 4 54 \n",
"log 4 54 "
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# goodness of fit measures\n",
"index = pd.Index(labs, name = 'scale')\n",
"pd.DataFrame([logit_utils.logit_poly_goodness_of_fit(x, y, pars) for x, pars in zip(xs, parss)], index = index)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "c2f9bbbd",
"metadata": {},
"outputs": [
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# plotting results\n",
"fig, axs = plt.subplots(ncols = len(labs), figsize = (6*len(labs), 5))\n",
"\n",
"for ax, lab, x, pars, cov_pars in zip(axs, labs, xs, parss, cov_parss):\n",
"\n",
" ax.set_title(f\"cond. prob. for AE: scale {lab}\")\n",
"\n",
" if lab == \"plain\":\n",
" xlab = r\"$x = max_{visit} SUV(visit, p)$\"\n",
" else:\n",
" xlab = r\"$x = log(max_{visit} SUV(visit, p))$\"\n",
" \n",
" ax.set_xlabel(xlab)\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(min(x), max(x), 100)\n",
" yp = logit_utils.logit_poly_model(xp, pars)\n",
"\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",
" fname = f\"logit_utils.logit_poly_model_quantiles_{lab}\"\n",
" \n",
" # get result of model quantiles at probs\n",
" # pars and cov_pars are obtained via MLE method\n",
" res = eval(fname)(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",
"handles, labels = ax.get_legend_handles_labels()\n",
"fig.legend(handles, labels, bbox_to_anchor=(1.02, 0.5), loc='center right')\n",
"\n",
"plt.savefig(os.path.join(results_path, \"logit_fit.pdf\"))\n",
"plt.show()\n"
]
}
],
"metadata": {
"kernelspec": {
<<<<<<< HEAD
"display_name": "pymc-env (3.10.11)",
=======
"display_name": "base (3.12.3)",
>>>>>>> 4f352e73131a6474f93318ebafa21031df5e2fd0
"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": "3.10.11"
}
},
"nbformat": 4,
"nbformat_minor": 5
}