accord bp.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\ASUS\\anaconda3\\envs\\Pandas\\lib\\site-packages\\tqdm\\auto.py:22: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
      "  from .autonotebook import tqdm as notebook_tqdm\n"
     ]
    }
   ],
   "source": [
    "import sys\n",
    "sys.path.append('./')\n",
    "sys.path.append('/Users/ASUS/Documents/GitHub/retrospective_t2e_analysis/auton-survival/')\n",
    "\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "\n",
    "import torch\n",
    "from tqdm import tqdm \n",
    "from examples.cmhe_demo_utils import * \n",
    "from auton_survival import reporting\n",
    "import matplotlib.pyplot as plt\n",
    "from metrics import treatment_effect\n",
    "from matplotlib.pyplot import figure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "No Features Specified!! using default baseline features.\n",
      "(10251, 5)\n",
      "(10205, 3)\n",
      "(10251, 18)\n",
      "(10197, 5)\n",
      "(10240, 9)\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\ASUS\\Documents\\GitHub\\retrospective_t2e_analysis\\auton-survival\\auton_survival\\datasets_retrospective.py:14: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  df.loc[:, col] = df[col].values.astype(str)\n",
      "c:\\Users\\ASUS\\Documents\\GitHub\\retrospective_t2e_analysis\\auton-survival\\auton_survival\\datasets_retrospective.py:754: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  outcomes['event'] = 1-outcomes['event']\n",
      "c:\\Users\\ASUS\\Documents\\GitHub\\retrospective_t2e_analysis\\auton-survival\\auton_survival\\datasets_retrospective.py:755: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  outcomes['time'] = outcomes['time']\n",
      "c:\\Users\\ASUS\\Documents\\GitHub\\retrospective_t2e_analysis\\auton-survival\\auton_survival\\datasets_retrospective.py:760: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  outcomes['time'] = outcomes['time']-1\n",
      "c:\\Users\\ASUS\\Documents\\GitHub\\retrospective_t2e_analysis\\auton-survival\\auton_survival\\datasets_retrospective.py:764: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  outcomes.event = outcomes.event == 1.0\n"
     ]
    }
   ],
   "source": [
    "from datasets_retrospective import load_accord_dataset\n",
    "outcomes, features, intervention, cat_feats, num_feats = load_accord_dataset(location='datasets/ACCORD/', outcome='', intervention='BP')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 360x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Let's plot the survival curves in the original paper\n",
    "figure(figsize=(5,5))\n",
    "ax_1 = reporting.plot_kaplanmeier(outcomes, intervention)\n",
    "h, l = ax_1.get_legend_handles_labels()\n",
    "plt.xlabel('Time (Years)')\n",
    "plt.ylabel('Event-Free Survival Probability')\n",
    "plt.legend([h[0], h[1]], ['Intensive Blood Pressure', 'Standard Blood Pressure'], loc=\"upper right\")\n",
    "plt.show()\n",
    "pass"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Preprocess feature data\n",
    "from preprocessing import Preprocessor\n",
    "features_prep = Preprocessor().fit_transform(data=features[cat_feats+num_feats], cat_feats=cat_feats, num_feats=num_feats)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Hyper-parameters to train model\n",
    "k = 1 # number of underlying base survival phenotypes\n",
    "g = 2 # number of underlying treatment effect phenotypes.\n",
    "layers = [] # number of neurons in each hidden layer.\n",
    "\n",
    "random_seed = 3\n",
    "iters = 100 # number of training epochs\n",
    "learning_rate = 0.001\n",
    "batch_size = 256 \n",
    "# vsize = 0.15 # size of the validation split\n",
    "patience = 5\n",
    "optimizer = \"Adam\"\n",
    "gate_l2_penalty = 1e-3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 100/100 [00:19<00:00,  5.04it/s]\n"
     ]
    }
   ],
   "source": [
    "from models.cmhe import DeepCoxMixturesHeterogenousEffects\n",
    "\n",
    "torch.manual_seed(random_seed)\n",
    "np.random.seed(random_seed)\n",
    "\n",
    "# Instantiate the CMHE model\n",
    "model = DeepCoxMixturesHeterogenousEffects(random_seed=10, k=k, g=g, layers=layers, gate_l2_penalty=gate_l2_penalty)\n",
    "\n",
    "model = model.fit(features_prep, outcomes.time, outcomes.event, intervention=='Intensive Blood Pressure', val_data=None, iters=iters, \n",
    "                  learning_rate=learning_rate, batch_size=batch_size, \n",
    "                  optimizer=optimizer, patience=patience)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "zeta_probs = model.predict_latent_phi(features_prep)\n",
    "zeta =  np.argmax(zeta_probs, axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ((ax1, ax2)) = plt.subplots(1, 2, figsize=(10, 5))\n",
    "reporting.plot_kaplanmeier(outcomes[zeta == 0], intervention[zeta == 0], ax=ax1)\n",
    "reporting.plot_kaplanmeier(outcomes[zeta == 1], intervention[zeta == 1], ax=ax2)\n",
    "for ax in fig.get_axes():\n",
    "    ax.label_outer()\n",
    "    h, l = ax.get_legend_handles_labels()\n",
    "    ax.set_xlabel('Time (Years)')\n",
    "    ax.set_ylabel('Event-Free Survival Probability')\n",
    "    ax.legend([h[0], h[1]], ['Intensive Blood Pressure', 'Standard Blood Pressure'], loc=\"upper right\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\ASUS\\Documents\\GitHub\\retrospective_t2e_analysis\\auton-survival\\auton_survival\\metrics.py:107: UserWarning: WARNING: You are computing Hazard Ratios.\n",
      " Make sure you have tested the PH Assumptions.\n",
      "  warnings.warn(\"WARNING: You are computing Hazard Ratios.\\n Make sure you have tested the PH Assumptions.\")\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Bootstrapping...  100  number of times. This may take a while. Please be Patient...\n",
      "[0.69480101 1.053927  ]\n",
      "0.8474480964355408\n"
     ]
    }
   ],
   "source": [
    "hr = treatment_effect('hazard_ratio', outcomes, intervention=='Intensive Blood Pressure', n_bootstrap=100)\n",
    "CI = np.quantile(hr, [0.025, 0.975])\n",
    "print(CI)\n",
    "print(sum(hr)/len(hr))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\ASUS\\Documents\\GitHub\\retrospective_t2e_analysis\\auton-survival\\auton_survival\\metrics.py:107: UserWarning: WARNING: You are computing Hazard Ratios.\n",
      " Make sure you have tested the PH Assumptions.\n",
      "  warnings.warn(\"WARNING: You are computing Hazard Ratios.\\n Make sure you have tested the PH Assumptions.\")\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Bootstrapping...  100  number of times. This may take a while. Please be Patient...\n",
      "[0.9005794  1.57432965]\n",
      "1.1974235528248018\n"
     ]
    }
   ],
   "source": [
    "hr_zeta0 = treatment_effect('hazard_ratio', outcomes[zeta == 0], intervention[zeta == 0] == 'Intensive Blood Pressure', n_bootstrap=100)\n",
    "CI_zeta0 = np.quantile(hr_zeta0, [0.025, 0.975])\n",
    "print(CI_zeta0)\n",
    "print(sum(hr_zeta0)/len(hr_zeta0))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\ASUS\\Documents\\GitHub\\retrospective_t2e_analysis\\auton-survival\\auton_survival\\metrics.py:107: UserWarning: WARNING: You are computing Hazard Ratios.\n",
      " Make sure you have tested the PH Assumptions.\n",
      "  warnings.warn(\"WARNING: You are computing Hazard Ratios.\\n Make sure you have tested the PH Assumptions.\")\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Bootstrapping...  100  number of times. This may take a while. Please be Patient...\n",
      "[0.505262   0.91140222]\n",
      "0.6815629334600977\n"
     ]
    }
   ],
   "source": [
    "hr_zeta1 = treatment_effect('hazard_ratio', outcomes[zeta == 1], intervention[zeta == 1] == 'Intensive Blood Pressure', n_bootstrap=100)\n",
    "CI_zeta1 = np.quantile(hr_zeta1, [0.025, 0.975])\n",
    "print(CI_zeta1)\n",
    "print(sum(hr_zeta1)/len(hr_zeta1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Baseline_Potassium</th>\n",
       "      <th>Baseline_Creatine_Phosphokinase</th>\n",
       "      <th>Baseline_Fasting_Plasma_Glucose</th>\n",
       "      <th>Baseline_Age</th>\n",
       "      <th>Baseline_Estimated_Glomerular_Filtration_Rate</th>\n",
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       "      <th>Baseline_Alanine_Transaminase</th>\n",
       "      <th>Baseline_Seated_Systolic_Blood_Pressure</th>\n",
       "      <th>Baseline_Urine_albumin/creatinine_ratio</th>\n",
       "      <th>Baseline_Seated_Diastolic_Blood_Pressure</th>\n",
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       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>109144.0</th>\n",
       "      <td>5.09</td>\n",
       "      <td>72.0</td>\n",
       "      <td>153.0</td>\n",
       "      <td>76.7</td>\n",
       "      <td>99.7</td>\n",
       "      <td>152.0</td>\n",
       "      <td>64.0</td>\n",
       "      <td>0.22</td>\n",
       "      <td>66.0</td>\n",
       "      <td>11.0</td>\n",
       "      <td>0.8</td>\n",
       "      <td>53.0</td>\n",
       "      <td>77.0</td>\n",
       "      <td>0.305</td>\n",
       "      <td>12.0</td>\n",
       "      <td>115.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>57.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102274.0</th>\n",
       "      <td>5.05</td>\n",
       "      <td>129.0</td>\n",
       "      <td>153.0</td>\n",
       "      <td>55.6</td>\n",
       "      <td>68.9</td>\n",
       "      <td>162.0</td>\n",
       "      <td>50.0</td>\n",
       "      <td>0.99</td>\n",
       "      <td>64.0</td>\n",
       "      <td>24.0</td>\n",
       "      <td>0.9</td>\n",
       "      <td>119.0</td>\n",
       "      <td>88.0</td>\n",
       "      <td>2.055</td>\n",
       "      <td>26.0</td>\n",
       "      <td>118.0</td>\n",
       "      <td>0.5</td>\n",
       "      <td>67.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103668.0</th>\n",
       "      <td>4.19</td>\n",
       "      <td>103.0</td>\n",
       "      <td>188.0</td>\n",
       "      <td>56.0</td>\n",
       "      <td>61.0</td>\n",
       "      <td>167.0</td>\n",
       "      <td>54.0</td>\n",
       "      <td>0.60</td>\n",
       "      <td>49.0</td>\n",
       "      <td>20.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>101.0</td>\n",
       "      <td>93.0</td>\n",
       "      <td>0.565</td>\n",
       "      <td>27.0</td>\n",
       "      <td>133.0</td>\n",
       "      <td>1.1</td>\n",
       "      <td>56.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103029.0</th>\n",
       "      <td>4.59</td>\n",
       "      <td>156.0</td>\n",
       "      <td>100.0</td>\n",
       "      <td>64.5</td>\n",
       "      <td>79.8</td>\n",
       "      <td>147.0</td>\n",
       "      <td>41.0</td>\n",
       "      <td>13.20</td>\n",
       "      <td>56.0</td>\n",
       "      <td>16.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>78.0</td>\n",
       "      <td>90.0</td>\n",
       "      <td>2.189</td>\n",
       "      <td>37.0</td>\n",
       "      <td>150.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>85.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>105960.0</th>\n",
       "      <td>4.84</td>\n",
       "      <td>102.0</td>\n",
       "      <td>309.0</td>\n",
       "      <td>57.6</td>\n",
       "      <td>92.2</td>\n",
       "      <td>175.0</td>\n",
       "      <td>57.0</td>\n",
       "      <td>0.50</td>\n",
       "      <td>64.0</td>\n",
       "      <td>10.0</td>\n",
       "      <td>0.9</td>\n",
       "      <td>51.0</td>\n",
       "      <td>108.0</td>\n",
       "      <td>0.880</td>\n",
       "      <td>38.0</td>\n",
       "      <td>123.0</td>\n",
       "      <td>0.6</td>\n",
       "      <td>69.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102460.0</th>\n",
       "      <td>4.64</td>\n",
       "      <td>92.0</td>\n",
       "      <td>234.0</td>\n",
       "      <td>58.3</td>\n",
       "      <td>78.2</td>\n",
       "      <td>204.0</td>\n",
       "      <td>44.0</td>\n",
       "      <td>1.55</td>\n",
       "      <td>62.0</td>\n",
       "      <td>50.0</td>\n",
       "      <td>0.8</td>\n",
       "      <td>248.0</td>\n",
       "      <td>110.0</td>\n",
       "      <td>1.637</td>\n",
       "      <td>28.0</td>\n",
       "      <td>140.0</td>\n",
       "      <td>0.9</td>\n",
       "      <td>76.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>107440.0</th>\n",
       "      <td>4.44</td>\n",
       "      <td>151.0</td>\n",
       "      <td>125.0</td>\n",
       "      <td>55.8</td>\n",
       "      <td>82.2</td>\n",
       "      <td>201.0</td>\n",
       "      <td>35.0</td>\n",
       "      <td>1.34</td>\n",
       "      <td>93.0</td>\n",
       "      <td>40.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>200.0</td>\n",
       "      <td>126.0</td>\n",
       "      <td>1.115</td>\n",
       "      <td>46.0</td>\n",
       "      <td>106.0</td>\n",
       "      <td>1.2</td>\n",
       "      <td>63.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103850.0</th>\n",
       "      <td>3.85</td>\n",
       "      <td>217.0</td>\n",
       "      <td>241.0</td>\n",
       "      <td>60.8</td>\n",
       "      <td>77.6</td>\n",
       "      <td>215.0</td>\n",
       "      <td>67.0</td>\n",
       "      <td>0.23</td>\n",
       "      <td>70.0</td>\n",
       "      <td>12.0</td>\n",
       "      <td>0.8</td>\n",
       "      <td>62.0</td>\n",
       "      <td>136.0</td>\n",
       "      <td>0.153</td>\n",
       "      <td>48.0</td>\n",
       "      <td>156.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>70.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>105965.0</th>\n",
       "      <td>4.48</td>\n",
       "      <td>109.0</td>\n",
       "      <td>130.0</td>\n",
       "      <td>58.8</td>\n",
       "      <td>108.8</td>\n",
       "      <td>193.0</td>\n",
       "      <td>59.0</td>\n",
       "      <td>0.45</td>\n",
       "      <td>66.0</td>\n",
       "      <td>22.0</td>\n",
       "      <td>0.6</td>\n",
       "      <td>111.0</td>\n",
       "      <td>112.0</td>\n",
       "      <td>0.298</td>\n",
       "      <td>32.0</td>\n",
       "      <td>134.0</td>\n",
       "      <td>1.5</td>\n",
       "      <td>77.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>106250.0</th>\n",
       "      <td>4.14</td>\n",
       "      <td>224.0</td>\n",
       "      <td>192.0</td>\n",
       "      <td>69.6</td>\n",
       "      <td>91.3</td>\n",
       "      <td>194.0</td>\n",
       "      <td>57.0</td>\n",
       "      <td>0.72</td>\n",
       "      <td>73.0</td>\n",
       "      <td>15.0</td>\n",
       "      <td>0.8</td>\n",
       "      <td>75.0</td>\n",
       "      <td>122.0</td>\n",
       "      <td>1.220</td>\n",
       "      <td>24.0</td>\n",
       "      <td>161.0</td>\n",
       "      <td>0.6</td>\n",
       "      <td>74.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4544 rows × 18 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "          Baseline_Potassium  Baseline_Creatine_Phosphokinase  \\\n",
       "MaskID                                                          \n",
       "109144.0                5.09                             72.0   \n",
       "102274.0                5.05                            129.0   \n",
       "103668.0                4.19                            103.0   \n",
       "103029.0                4.59                            156.0   \n",
       "105960.0                4.84                            102.0   \n",
       "...                      ...                              ...   \n",
       "102460.0                4.64                             92.0   \n",
       "107440.0                4.44                            151.0   \n",
       "103850.0                3.85                            217.0   \n",
       "105965.0                4.48                            109.0   \n",
       "106250.0                4.14                            224.0   \n",
       "\n",
       "          Baseline_Fasting_Plasma_Glucose  Baseline_Age  \\\n",
       "MaskID                                                    \n",
       "109144.0                            153.0          76.7   \n",
       "102274.0                            153.0          55.6   \n",
       "103668.0                            188.0          56.0   \n",
       "103029.0                            100.0          64.5   \n",
       "105960.0                            309.0          57.6   \n",
       "...                                   ...           ...   \n",
       "102460.0                            234.0          58.3   \n",
       "107440.0                            125.0          55.8   \n",
       "103850.0                            241.0          60.8   \n",
       "105965.0                            130.0          58.8   \n",
       "106250.0                            192.0          69.6   \n",
       "\n",
       "          Baseline_Estimated_Glomerular_Filtration_Rate  \\\n",
       "MaskID                                                    \n",
       "109144.0                                           99.7   \n",
       "102274.0                                           68.9   \n",
       "103668.0                                           61.0   \n",
       "103029.0                                           79.8   \n",
       "105960.0                                           92.2   \n",
       "...                                                 ...   \n",
       "102460.0                                           78.2   \n",
       "107440.0                                           82.2   \n",
       "103850.0                                           77.6   \n",
       "105965.0                                          108.8   \n",
       "106250.0                                           91.3   \n",
       "\n",
       "          Baseline_Total_Cholesterol  Baseline_HDL_Cholesterol  \\\n",
       "MaskID                                                           \n",
       "109144.0                       152.0                      64.0   \n",
       "102274.0                       162.0                      50.0   \n",
       "103668.0                       167.0                      54.0   \n",
       "103029.0                       147.0                      41.0   \n",
       "105960.0                       175.0                      57.0   \n",
       "...                              ...                       ...   \n",
       "102460.0                       204.0                      44.0   \n",
       "107440.0                       201.0                      35.0   \n",
       "103850.0                       215.0                      67.0   \n",
       "105965.0                       193.0                      59.0   \n",
       "106250.0                       194.0                      57.0   \n",
       "\n",
       "          Baseline_Urine_albumin  Baseline_Heart_Rate  \\\n",
       "MaskID                                                  \n",
       "109144.0                    0.22                 66.0   \n",
       "102274.0                    0.99                 64.0   \n",
       "103668.0                    0.60                 49.0   \n",
       "103029.0                   13.20                 56.0   \n",
       "105960.0                    0.50                 64.0   \n",
       "...                          ...                  ...   \n",
       "102460.0                    1.55                 62.0   \n",
       "107440.0                    1.34                 93.0   \n",
       "103850.0                    0.23                 70.0   \n",
       "105965.0                    0.45                 66.0   \n",
       "106250.0                    0.72                 73.0   \n",
       "\n",
       "          Baseline_Very_low_density_lipoprotein  Baseline_Serum_creatinine  \\\n",
       "MaskID                                                                       \n",
       "109144.0                                   11.0                        0.8   \n",
       "102274.0                                   24.0                        0.9   \n",
       "103668.0                                   20.0                        1.0   \n",
       "103029.0                                   16.0                        1.0   \n",
       "105960.0                                   10.0                        0.9   \n",
       "...                                         ...                        ...   \n",
       "102460.0                                   50.0                        0.8   \n",
       "107440.0                                   40.0                        1.0   \n",
       "103850.0                                   12.0                        0.8   \n",
       "105965.0                                   22.0                        0.6   \n",
       "106250.0                                   15.0                        0.8   \n",
       "\n",
       "          Baseline_Triglycerides  Baseline_LDL_Cholesterol  \\\n",
       "MaskID                                                       \n",
       "109144.0                    53.0                      77.0   \n",
       "102274.0                   119.0                      88.0   \n",
       "103668.0                   101.0                      93.0   \n",
       "103029.0                    78.0                      90.0   \n",
       "105960.0                    51.0                     108.0   \n",
       "...                          ...                       ...   \n",
       "102460.0                   248.0                     110.0   \n",
       "107440.0                   200.0                     126.0   \n",
       "103850.0                    62.0                     136.0   \n",
       "105965.0                   111.0                     112.0   \n",
       "106250.0                    75.0                     122.0   \n",
       "\n",
       "          Baseline_Urine_creatinine  Baseline_Alanine_Transaminase  \\\n",
       "MaskID                                                               \n",
       "109144.0                      0.305                           12.0   \n",
       "102274.0                      2.055                           26.0   \n",
       "103668.0                      0.565                           27.0   \n",
       "103029.0                      2.189                           37.0   \n",
       "105960.0                      0.880                           38.0   \n",
       "...                             ...                            ...   \n",
       "102460.0                      1.637                           28.0   \n",
       "107440.0                      1.115                           46.0   \n",
       "103850.0                      0.153                           48.0   \n",
       "105965.0                      0.298                           32.0   \n",
       "106250.0                      1.220                           24.0   \n",
       "\n",
       "          Baseline_Seated_Systolic_Blood_Pressure  \\\n",
       "MaskID                                              \n",
       "109144.0                                    115.0   \n",
       "102274.0                                    118.0   \n",
       "103668.0                                    133.0   \n",
       "103029.0                                    150.0   \n",
       "105960.0                                    123.0   \n",
       "...                                           ...   \n",
       "102460.0                                    140.0   \n",
       "107440.0                                    106.0   \n",
       "103850.0                                    156.0   \n",
       "105965.0                                    134.0   \n",
       "106250.0                                    161.0   \n",
       "\n",
       "          Baseline_Urine_albumin/creatinine_ratio  \\\n",
       "MaskID                                              \n",
       "109144.0                                      NaN   \n",
       "102274.0                                      0.5   \n",
       "103668.0                                      1.1   \n",
       "103029.0                                      6.0   \n",
       "105960.0                                      0.6   \n",
       "...                                           ...   \n",
       "102460.0                                      0.9   \n",
       "107440.0                                      1.2   \n",
       "103850.0                                      NaN   \n",
       "105965.0                                      1.5   \n",
       "106250.0                                      0.6   \n",
       "\n",
       "          Baseline_Seated_Diastolic_Blood_Pressure  \n",
       "MaskID                                              \n",
       "109144.0                                      57.0  \n",
       "102274.0                                      67.0  \n",
       "103668.0                                      56.0  \n",
       "103029.0                                      85.0  \n",
       "105960.0                                      69.0  \n",
       "...                                            ...  \n",
       "102460.0                                      76.0  \n",
       "107440.0                                      63.0  \n",
       "103850.0                                      70.0  \n",
       "105965.0                                      77.0  \n",
       "106250.0                                      74.0  \n",
       "\n",
       "[4544 rows x 18 columns]"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get the numerical features\n",
    "cols_to_use2 = features.columns.difference(features_prep.columns)\n",
    "feat_num = features.loc[:, ~features.columns.isin(cols_to_use2)]\n",
    "feat_num"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>Baseline_BMI_&gt;32_Yes</th>\n",
       "      <th>Baseline_History_Albuminuria_Not Available</th>\n",
       "      <th>Baseline_History_Albuminuria_Yes</th>\n",
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       "      <th>...</th>\n",
       "      <th>Baseline_Low_Ankle_Brachial_Index_Not Available</th>\n",
       "      <th>Baseline_Low_Ankle_Brachial_Index_Yes</th>\n",
       "      <th>Baseline_Not_On_Blood_Pressure_Medication_Yes</th>\n",
       "      <th>Baseline_On_Blood_Pressure_Medication_Yes</th>\n",
       "      <th>Baseline_Prior_revascularization_Yes</th>\n",
       "      <th>Baseline_Smoke_status_Yes</th>\n",
       "      <th>Race_Hispanic</th>\n",
       "      <th>Race_Other</th>\n",
       "      <th>Race_White</th>\n",
       "      <th>Sex_Male</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MaskID</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "      <th></th>\n",
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       "      <th></th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>109144.0</th>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>102274.0</th>\n",
       "      <td>1</td>\n",
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       "</table>\n",
       "<p>4544 rows × 22 columns</p>\n",
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      "text/plain": [
       "          Baseline_BMI_>32_Yes  Baseline_History_Albuminuria_Not Available  \\\n",
       "MaskID                                                                       \n",
       "109144.0                     0                                           0   \n",
       "102274.0                     1                                           0   \n",
       "103668.0                     0                                           0   \n",
       "103029.0                     0                                           0   \n",
       "105960.0                     0                                           0   \n",
       "...                        ...                                         ...   \n",
       "102460.0                     1                                           1   \n",
       "107440.0                     1                                           0   \n",
       "103850.0                     0                                           0   \n",
       "105965.0                     0                                           0   \n",
       "106250.0                     0                                           1   \n",
       "\n",
       "          Baseline_History_Albuminuria_Yes  Baseline_History_Angina_Yes  \\\n",
       "MaskID                                                                    \n",
       "109144.0                                 0                            0   \n",
       "102274.0                                 0                            0   \n",
       "103668.0                                 1                            0   \n",
       "103029.0                                 1                            0   \n",
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       "105965.0                                 0                            0   \n",
       "106250.0                                 0                            0   \n",
       "\n",
       "          Baseline_History_Cardiovascular_Disease_Yes  \\\n",
       "MaskID                                                  \n",
       "109144.0                                            1   \n",
       "102274.0                                            0   \n",
       "103668.0                                            0   \n",
       "103029.0                                            0   \n",
       "105960.0                                            0   \n",
       "...                                               ...   \n",
       "102460.0                                            1   \n",
       "107440.0                                            1   \n",
       "103850.0                                            0   \n",
       "105965.0                                            0   \n",
       "106250.0                                            1   \n",
       "\n",
       "          Baseline_History_Coronary_Artery_Bypass_Graft_Yes  \\\n",
       "MaskID                                                        \n",
       "109144.0                                                  1   \n",
       "102274.0                                                  0   \n",
       "103668.0                                                  0   \n",
       "103029.0                                                  0   \n",
       "105960.0                                                  0   \n",
       "...                                                     ...   \n",
       "102460.0                                                  0   \n",
       "107440.0                                                  0   \n",
       "103850.0                                                  0   \n",
       "105965.0                                                  0   \n",
       "106250.0                                                  0   \n",
       "\n",
       "          Baseline_History_Left_Ventricular_Hypertrophy_Not Available  \\\n",
       "MaskID                                                                  \n",
       "109144.0                                                  0             \n",
       "102274.0                                                  0             \n",
       "103668.0                                                  1             \n",
       "103029.0                                                  0             \n",
       "105960.0                                                  0             \n",
       "...                                                     ...             \n",
       "102460.0                                                  1             \n",
       "107440.0                                                  0             \n",
       "103850.0                                                  1             \n",
       "105965.0                                                  0             \n",
       "106250.0                                                  1             \n",
       "\n",
       "          Baseline_History_Left_Ventricular_Hypertrophy_Yes  \\\n",
       "MaskID                                                        \n",
       "109144.0                                                  0   \n",
       "102274.0                                                  0   \n",
       "103668.0                                                  0   \n",
       "103029.0                                                  0   \n",
       "105960.0                                                  0   \n",
       "...                                                     ...   \n",
       "102460.0                                                  0   \n",
       "107440.0                                                  0   \n",
       "103850.0                                                  0   \n",
       "105965.0                                                  0   \n",
       "106250.0                                                  0   \n",
       "\n",
       "          Baseline_History_Myocardial_Infarction_Yes  \\\n",
       "MaskID                                                 \n",
       "109144.0                                           0   \n",
       "102274.0                                           0   \n",
       "103668.0                                           0   \n",
       "103029.0                                           0   \n",
       "105960.0                                           0   \n",
       "...                                              ...   \n",
       "102460.0                                           0   \n",
       "107440.0                                           0   \n",
       "103850.0                                           0   \n",
       "105965.0                                           0   \n",
       "106250.0                                           0   \n",
       "\n",
       "          Baseline_History_Percutaneous_Coronary_Intervention_Yes  ...  \\\n",
       "MaskID                                                             ...   \n",
       "109144.0                                                  0        ...   \n",
       "102274.0                                                  0        ...   \n",
       "103668.0                                                  0        ...   \n",
       "103029.0                                                  0        ...   \n",
       "105960.0                                                  0        ...   \n",
       "...                                                     ...        ...   \n",
       "102460.0                                                  0        ...   \n",
       "107440.0                                                  1        ...   \n",
       "103850.0                                                  0        ...   \n",
       "105965.0                                                  0        ...   \n",
       "106250.0                                                  0        ...   \n",
       "\n",
       "          Baseline_Low_Ankle_Brachial_Index_Not Available  \\\n",
       "MaskID                                                      \n",
       "109144.0                                                0   \n",
       "102274.0                                                0   \n",
       "103668.0                                                1   \n",
       "103029.0                                                0   \n",
       "105960.0                                                0   \n",
       "...                                                   ...   \n",
       "102460.0                                                1   \n",
       "107440.0                                                0   \n",
       "103850.0                                                1   \n",
       "105965.0                                                0   \n",
       "106250.0                                                1   \n",
       "\n",
       "          Baseline_Low_Ankle_Brachial_Index_Yes  \\\n",
       "MaskID                                            \n",
       "109144.0                                      0   \n",
       "102274.0                                      0   \n",
       "103668.0                                      0   \n",
       "103029.0                                      0   \n",
       "105960.0                                      0   \n",
       "...                                         ...   \n",
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       "107440.0                                      1   \n",
       "103850.0                                      0   \n",
       "105965.0                                      0   \n",
       "106250.0                                      0   \n",
       "\n",
       "          Baseline_Not_On_Blood_Pressure_Medication_Yes  \\\n",
       "MaskID                                                    \n",
       "109144.0                                              1   \n",
       "102274.0                                              0   \n",
       "103668.0                                              0   \n",
       "103029.0                                              0   \n",
       "105960.0                                              0   \n",
       "...                                                 ...   \n",
       "102460.0                                              0   \n",
       "107440.0                                              0   \n",
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       "105965.0                                              0   \n",
       "106250.0                                              0   \n",
       "\n",
       "          Baseline_On_Blood_Pressure_Medication_Yes  \\\n",
       "MaskID                                                \n",
       "109144.0                                          0   \n",
       "102274.0                                          1   \n",
       "103668.0                                          1   \n",
       "103029.0                                          1   \n",
       "105960.0                                          1   \n",
       "...                                             ...   \n",
       "102460.0                                          1   \n",
       "107440.0                                          1   \n",
       "103850.0                                          1   \n",
       "105965.0                                          1   \n",
       "106250.0                                          1   \n",
       "\n",
       "          Baseline_Prior_revascularization_Yes  Baseline_Smoke_status_Yes  \\\n",
       "MaskID                                                                      \n",
       "109144.0                                     0                          0   \n",
       "102274.0                                     0                          0   \n",
       "103668.0                                     0                          1   \n",
       "103029.0                                     0                          0   \n",
       "105960.0                                     0                          0   \n",
       "...                                        ...                        ...   \n",
       "102460.0                                     0                          0   \n",
       "107440.0                                     0                          0   \n",
       "103850.0                                     0                          0   \n",
       "105965.0                                     0                          0   \n",
       "106250.0                                     1                          0   \n",
       "\n",
       "          Race_Hispanic  Race_Other  Race_White  Sex_Male  \n",
       "MaskID                                                     \n",
       "109144.0              0           0           1         1  \n",
       "102274.0              0           1           0         0  \n",
       "103668.0              0           0           1         0  \n",
       "103029.0              0           0           1         1  \n",
       "105960.0              0           0           1         1  \n",
       "...                 ...         ...         ...       ...  \n",
       "102460.0              0           0           1         0  \n",
       "107440.0              0           0           1         1  \n",
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       "106250.0              0           0           0         0  \n",
       "\n",
       "[4544 rows x 22 columns]"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get the categorical features\n",
    "cols_to_use = features_prep.columns.difference(features.columns)\n",
    "feat_cat = features_prep[cols_to_use]\n",
    "feat_cat"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
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       "      <th>Baseline_Heart_Rate</th>\n",
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       "      <th>Baseline_Serum_creatinine</th>\n",
       "      <th>Baseline_Triglycerides</th>\n",
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       "      <td>119.0</td>\n",
       "      <td>88.0</td>\n",
       "      <td>2.055</td>\n",
       "      <td>26.0</td>\n",
       "      <td>118.0</td>\n",
       "      <td>0.5</td>\n",
       "      <td>67.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103668.0</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>49.0</td>\n",
       "      <td>20.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>101.0</td>\n",
       "      <td>93.0</td>\n",
       "      <td>0.565</td>\n",
       "      <td>27.0</td>\n",
       "      <td>133.0</td>\n",
       "      <td>1.1</td>\n",
       "      <td>56.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103029.0</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>56.0</td>\n",
       "      <td>16.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>78.0</td>\n",
       "      <td>90.0</td>\n",
       "      <td>2.189</td>\n",
       "      <td>37.0</td>\n",
       "      <td>150.0</td>\n",
       "      <td>6.0</td>\n",
       "      <td>85.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>105960.0</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>64.0</td>\n",
       "      <td>10.0</td>\n",
       "      <td>0.9</td>\n",
       "      <td>51.0</td>\n",
       "      <td>108.0</td>\n",
       "      <td>0.880</td>\n",
       "      <td>38.0</td>\n",
       "      <td>123.0</td>\n",
       "      <td>0.6</td>\n",
       "      <td>69.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102460.0</th>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>62.0</td>\n",
       "      <td>50.0</td>\n",
       "      <td>0.8</td>\n",
       "      <td>248.0</td>\n",
       "      <td>110.0</td>\n",
       "      <td>1.637</td>\n",
       "      <td>28.0</td>\n",
       "      <td>140.0</td>\n",
       "      <td>0.9</td>\n",
       "      <td>76.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>107440.0</th>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>...</td>\n",
       "      <td>93.0</td>\n",
       "      <td>40.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>200.0</td>\n",
       "      <td>126.0</td>\n",
       "      <td>1.115</td>\n",
       "      <td>46.0</td>\n",
       "      <td>106.0</td>\n",
       "      <td>1.2</td>\n",
       "      <td>63.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103850.0</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>70.0</td>\n",
       "      <td>12.0</td>\n",
       "      <td>0.8</td>\n",
       "      <td>62.0</td>\n",
       "      <td>136.0</td>\n",
       "      <td>0.153</td>\n",
       "      <td>48.0</td>\n",
       "      <td>156.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>70.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>105965.0</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>66.0</td>\n",
       "      <td>22.0</td>\n",
       "      <td>0.6</td>\n",
       "      <td>111.0</td>\n",
       "      <td>112.0</td>\n",
       "      <td>0.298</td>\n",
       "      <td>32.0</td>\n",
       "      <td>134.0</td>\n",
       "      <td>1.5</td>\n",
       "      <td>77.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>106250.0</th>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>73.0</td>\n",
       "      <td>15.0</td>\n",
       "      <td>0.8</td>\n",
       "      <td>75.0</td>\n",
       "      <td>122.0</td>\n",
       "      <td>1.220</td>\n",
       "      <td>24.0</td>\n",
       "      <td>161.0</td>\n",
       "      <td>0.6</td>\n",
       "      <td>74.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4544 rows × 40 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "          Baseline_BMI_>32_Yes  Baseline_History_Albuminuria_Not Available  \\\n",
       "MaskID                                                                       \n",
       "109144.0                     0                                           0   \n",
       "102274.0                     1                                           0   \n",
       "103668.0                     0                                           0   \n",
       "103029.0                     0                                           0   \n",
       "105960.0                     0                                           0   \n",
       "...                        ...                                         ...   \n",
       "102460.0                     1                                           1   \n",
       "107440.0                     1                                           0   \n",
       "103850.0                     0                                           0   \n",
       "105965.0                     0                                           0   \n",
       "106250.0                     0                                           1   \n",
       "\n",
       "          Baseline_History_Albuminuria_Yes  Baseline_History_Angina_Yes  \\\n",
       "MaskID                                                                    \n",
       "109144.0                                 0                            0   \n",
       "102274.0                                 0                            0   \n",
       "103668.0                                 1                            0   \n",
       "103029.0                                 1                            0   \n",
       "105960.0                                 0                            0   \n",
       "...                                    ...                          ...   \n",
       "102460.0                                 0                            1   \n",
       "107440.0                                 1                            1   \n",
       "103850.0                                 0                            0   \n",
       "105965.0                                 0                            0   \n",
       "106250.0                                 0                            0   \n",
       "\n",
       "          Baseline_History_Cardiovascular_Disease_Yes  \\\n",
       "MaskID                                                  \n",
       "109144.0                                            1   \n",
       "102274.0                                            0   \n",
       "103668.0                                            0   \n",
       "103029.0                                            0   \n",
       "105960.0                                            0   \n",
       "...                                               ...   \n",
       "102460.0                                            1   \n",
       "107440.0                                            1   \n",
       "103850.0                                            0   \n",
       "105965.0                                            0   \n",
       "106250.0                                            1   \n",
       "\n",
       "          Baseline_History_Coronary_Artery_Bypass_Graft_Yes  \\\n",
       "MaskID                                                        \n",
       "109144.0                                                  1   \n",
       "102274.0                                                  0   \n",
       "103668.0                                                  0   \n",
       "103029.0                                                  0   \n",
       "105960.0                                                  0   \n",
       "...                                                     ...   \n",
       "102460.0                                                  0   \n",
       "107440.0                                                  0   \n",
       "103850.0                                                  0   \n",
       "105965.0                                                  0   \n",
       "106250.0                                                  0   \n",
       "\n",
       "          Baseline_History_Left_Ventricular_Hypertrophy_Not Available  \\\n",
       "MaskID                                                                  \n",
       "109144.0                                                  0             \n",
       "102274.0                                                  0             \n",
       "103668.0                                                  1             \n",
       "103029.0                                                  0             \n",
       "105960.0                                                  0             \n",
       "...                                                     ...             \n",
       "102460.0                                                  1             \n",
       "107440.0                                                  0             \n",
       "103850.0                                                  1             \n",
       "105965.0                                                  0             \n",
       "106250.0                                                  1             \n",
       "\n",
       "          Baseline_History_Left_Ventricular_Hypertrophy_Yes  \\\n",
       "MaskID                                                        \n",
       "109144.0                                                  0   \n",
       "102274.0                                                  0   \n",
       "103668.0                                                  0   \n",
       "103029.0                                                  0   \n",
       "105960.0                                                  0   \n",
       "...                                                     ...   \n",
       "102460.0                                                  0   \n",
       "107440.0                                                  0   \n",
       "103850.0                                                  0   \n",
       "105965.0                                                  0   \n",
       "106250.0                                                  0   \n",
       "\n",
       "          Baseline_History_Myocardial_Infarction_Yes  \\\n",
       "MaskID                                                 \n",
       "109144.0                                           0   \n",
       "102274.0                                           0   \n",
       "103668.0                                           0   \n",
       "103029.0                                           0   \n",
       "105960.0                                           0   \n",
       "...                                              ...   \n",
       "102460.0                                           0   \n",
       "107440.0                                           0   \n",
       "103850.0                                           0   \n",
       "105965.0                                           0   \n",
       "106250.0                                           0   \n",
       "\n",
       "          Baseline_History_Percutaneous_Coronary_Intervention_Yes  ...  \\\n",
       "MaskID                                                             ...   \n",
       "109144.0                                                  0        ...   \n",
       "102274.0                                                  0        ...   \n",
       "103668.0                                                  0        ...   \n",
       "103029.0                                                  0        ...   \n",
       "105960.0                                                  0        ...   \n",
       "...                                                     ...        ...   \n",
       "102460.0                                                  0        ...   \n",
       "107440.0                                                  1        ...   \n",
       "103850.0                                                  0        ...   \n",
       "105965.0                                                  0        ...   \n",
       "106250.0                                                  0        ...   \n",
       "\n",
       "          Baseline_Heart_Rate  Baseline_Very_low_density_lipoprotein  \\\n",
       "MaskID                                                                 \n",
       "109144.0                 66.0                                   11.0   \n",
       "102274.0                 64.0                                   24.0   \n",
       "103668.0                 49.0                                   20.0   \n",
       "103029.0                 56.0                                   16.0   \n",
       "105960.0                 64.0                                   10.0   \n",
       "...                       ...                                    ...   \n",
       "102460.0                 62.0                                   50.0   \n",
       "107440.0                 93.0                                   40.0   \n",
       "103850.0                 70.0                                   12.0   \n",
       "105965.0                 66.0                                   22.0   \n",
       "106250.0                 73.0                                   15.0   \n",
       "\n",
       "          Baseline_Serum_creatinine  Baseline_Triglycerides  \\\n",
       "MaskID                                                        \n",
       "109144.0                        0.8                    53.0   \n",
       "102274.0                        0.9                   119.0   \n",
       "103668.0                        1.0                   101.0   \n",
       "103029.0                        1.0                    78.0   \n",
       "105960.0                        0.9                    51.0   \n",
       "...                             ...                     ...   \n",
       "102460.0                        0.8                   248.0   \n",
       "107440.0                        1.0                   200.0   \n",
       "103850.0                        0.8                    62.0   \n",
       "105965.0                        0.6                   111.0   \n",
       "106250.0                        0.8                    75.0   \n",
       "\n",
       "          Baseline_LDL_Cholesterol  Baseline_Urine_creatinine  \\\n",
       "MaskID                                                          \n",
       "109144.0                      77.0                      0.305   \n",
       "102274.0                      88.0                      2.055   \n",
       "103668.0                      93.0                      0.565   \n",
       "103029.0                      90.0                      2.189   \n",
       "105960.0                     108.0                      0.880   \n",
       "...                            ...                        ...   \n",
       "102460.0                     110.0                      1.637   \n",
       "107440.0                     126.0                      1.115   \n",
       "103850.0                     136.0                      0.153   \n",
       "105965.0                     112.0                      0.298   \n",
       "106250.0                     122.0                      1.220   \n",
       "\n",
       "          Baseline_Alanine_Transaminase  \\\n",
       "MaskID                                    \n",
       "109144.0                           12.0   \n",
       "102274.0                           26.0   \n",
       "103668.0                           27.0   \n",
       "103029.0                           37.0   \n",
       "105960.0                           38.0   \n",
       "...                                 ...   \n",
       "102460.0                           28.0   \n",
       "107440.0                           46.0   \n",
       "103850.0                           48.0   \n",
       "105965.0                           32.0   \n",
       "106250.0                           24.0   \n",
       "\n",
       "          Baseline_Seated_Systolic_Blood_Pressure  \\\n",
       "MaskID                                              \n",
       "109144.0                                    115.0   \n",
       "102274.0                                    118.0   \n",
       "103668.0                                    133.0   \n",
       "103029.0                                    150.0   \n",
       "105960.0                                    123.0   \n",
       "...                                           ...   \n",
       "102460.0                                    140.0   \n",
       "107440.0                                    106.0   \n",
       "103850.0                                    156.0   \n",
       "105965.0                                    134.0   \n",
       "106250.0                                    161.0   \n",
       "\n",
       "          Baseline_Urine_albumin/creatinine_ratio  \\\n",
       "MaskID                                              \n",
       "109144.0                                      NaN   \n",
       "102274.0                                      0.5   \n",
       "103668.0                                      1.1   \n",
       "103029.0                                      6.0   \n",
       "105960.0                                      0.6   \n",
       "...                                           ...   \n",
       "102460.0                                      0.9   \n",
       "107440.0                                      1.2   \n",
       "103850.0                                      NaN   \n",
       "105965.0                                      1.5   \n",
       "106250.0                                      0.6   \n",
       "\n",
       "          Baseline_Seated_Diastolic_Blood_Pressure  \n",
       "MaskID                                              \n",
       "109144.0                                      57.0  \n",
       "102274.0                                      67.0  \n",
       "103668.0                                      56.0  \n",
       "103029.0                                      85.0  \n",
       "105960.0                                      69.0  \n",
       "...                                            ...  \n",
       "102460.0                                      76.0  \n",
       "107440.0                                      63.0  \n",
       "103850.0                                      70.0  \n",
       "105965.0                                      77.0  \n",
       "106250.0                                      74.0  \n",
       "\n",
       "[4544 rows x 40 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get the features to train Decision Tree Classifier\n",
    "features_dt = pd.merge(feat_cat, feat_num, left_index=True, right_index=True, how='inner')\n",
    "features_dt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of training data points: 3180\n",
      "Number of test data points: 1364\n"
     ]
    }
   ],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "# Split the SPRINT data into training, validation, and test data\n",
    "x_train, x_test, y_train, y_test = train_test_split(features_dt, outcomes, test_size=0.3, random_state=1, \n",
    "                                          stratify = outcomes.event + 2*(intervention=='Intensive Blood Pressure'))\n",
    "\n",
    "print(f'Number of training data points: {len(x_train)}')\n",
    "print(f'Number of test data points: {len(x_test)}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get the Zeta for Train data\n",
    "idxs = x_train.dropna(axis=0).index.values.astype(int)\n",
    "f_idxs = features_prep.index.values.astype(int)\n",
    "mask = np.in1d(f_idxs, idxs)\n",
    "\n",
    "# Get the Zeta for Test data\n",
    "idxs2 = x_test.dropna(axis=0).index.values.astype(int)\n",
    "f_idxs2 = features_prep.index.values.astype(int)\n",
    "mask2 = np.in1d(f_idxs2, idxs2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn import tree # Import the decision tree namespace\n",
    "from sklearn.metrics import plot_confusion_matrix # Generate a confusion matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DecisionTreeClassifier(criterion='entropy', max_depth=4)"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create and fit the model using entropy separation and a maximum depth\n",
    "# Drop NaNs because the feature columns not preprocessed i.e. \n",
    "# Numerical features have NaNs \n",
    "dt_model = tree.DecisionTreeClassifier(criterion='entropy', max_depth=4)\n",
    "dt_model.fit(x_train.dropna(axis=0), zeta[mask])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\ASUS\\anaconda3\\envs\\Pandas\\lib\\site-packages\\sklearn\\utils\\deprecation.py:87: FutureWarning: Function plot_confusion_matrix is deprecated; Function `plot_confusion_matrix` is deprecated in 1.0 and will be removed in 1.2. Use one of the class methods: ConfusionMatrixDisplay.from_predictions or ConfusionMatrixDisplay.from_estimator.\n",
      "  warnings.warn(msg, category=FutureWarning)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<sklearn.metrics._plot.confusion_matrix.ConfusionMatrixDisplay at 0x29c1d757d30>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the confusion matrix\n",
    "plot_confusion_matrix(dt_model, x_test.dropna(axis = 0), zeta[mask2], values_format='d', labels=[0, 1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "fit_time           0.019289\n",
       "score_time         0.006017\n",
       "test_accuracy      0.605950\n",
       "train_accuracy     0.619339\n",
       "test_precision     0.615650\n",
       "train_precision    0.623405\n",
       "test_recall        0.955375\n",
       "train_recall       0.967049\n",
       "test_f1            0.747396\n",
       "train_f1           0.756860\n",
       "dtype: float64"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get the accuracy of test and train data\n",
    "from sklearn.model_selection import cross_validate\n",
    "scoring = ['accuracy','precision', 'recall', 'f1']\n",
    "scores = cross_validate(dt_model, x_train.dropna(axis = 0), zeta[mask], scoring=scoring, return_train_score=True, cv=5)\n",
    "results = pd.DataFrame(scores)\n",
    "results.mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 3600x1080 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Let's check out the tree\n",
    "plt.figure(figsize=(50,15))\n",
    "tree.plot_tree(dt_model, feature_names=features_dt.columns, class_names=['Zeta 0', 'Zeta 1'], fontsize=15, filled=True)\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.9.12 ('Pandas')",
   "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": "3.9.12"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "f08cc569b594e1720561ae63e75656c07c548e4f90e451cb99794b898c100aec"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}