ERFastTrack_HeartAttack.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "1e1345b2",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "68ce4c06",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>age</th>\n",
       "      <th>sex</th>\n",
       "      <th>cp</th>\n",
       "      <th>trtbps</th>\n",
       "      <th>chol</th>\n",
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       "      <th>restecg</th>\n",
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       "      <th>exng</th>\n",
       "      <th>oldpeak</th>\n",
       "      <th>slp</th>\n",
       "      <th>caa</th>\n",
       "      <th>thall</th>\n",
       "      <th>had_heart_attack</th>\n",
       "    </tr>\n",
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       "      <th>0</th>\n",
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       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
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      ],
      "text/plain": [
       "   age  sex  cp  trtbps  chol  fbs  restecg  thalachh  exng  oldpeak  slp  \\\n",
       "0   63    1   3     145   233    1        0       150     0      2.3    0   \n",
       "1   37    1   2     130   250    0        1       187     0      3.5    0   \n",
       "2   41    0   1     130   204    0        0       172     0      1.4    2   \n",
       "3   56    1   1     120   236    0        1       178     0      0.8    2   \n",
       "4   57    0   0     120   354    0        1       163     1      0.6    2   \n",
       "\n",
       "   caa  thall  had_heart_attack  \n",
       "0    0      1                 1  \n",
       "1    0      2                 1  \n",
       "2    0      2                 1  \n",
       "3    0      2                 1  \n",
       "4    0      2                 1  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('heart.csv')\n",
    "df.head(5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "d4772e25",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(303, 14)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "7bf5efac",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 303 entries, 0 to 302\n",
      "Data columns (total 14 columns):\n",
      " #   Column            Non-Null Count  Dtype  \n",
      "---  ------            --------------  -----  \n",
      " 0   age               303 non-null    int64  \n",
      " 1   sex               303 non-null    int64  \n",
      " 2   cp                303 non-null    int64  \n",
      " 3   trtbps            303 non-null    int64  \n",
      " 4   chol              303 non-null    int64  \n",
      " 5   fbs               303 non-null    int64  \n",
      " 6   restecg           303 non-null    int64  \n",
      " 7   thalachh          303 non-null    int64  \n",
      " 8   exng              303 non-null    int64  \n",
      " 9   oldpeak           303 non-null    float64\n",
      " 10  slp               303 non-null    int64  \n",
      " 11  caa               303 non-null    int64  \n",
      " 12  thall             303 non-null    int64  \n",
      " 13  had_heart_attack  303 non-null    int64  \n",
      "dtypes: float64(1), int64(13)\n",
      "memory usage: 33.3 KB\n"
     ]
    }
   ],
   "source": [
    "df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "5763dffd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "age                 0\n",
       "sex                 0\n",
       "cp                  0\n",
       "trtbps              0\n",
       "chol                0\n",
       "fbs                 0\n",
       "restecg             0\n",
       "thalachh            0\n",
       "exng                0\n",
       "oldpeak             0\n",
       "slp                 0\n",
       "caa                 0\n",
       "thall               0\n",
       "had_heart_attack    0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.isna().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "162e4b85",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "1"
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     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
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   "source": [
    "df.duplicated().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "04caf878",
   "metadata": {},
   "outputs": [
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      "text/plain": [
       "     age  sex  cp  trtbps  chol  fbs  restecg  thalachh  exng  oldpeak  slp  \\\n",
       "164   38    1   2     138   175    0        1       173     0      0.0    2   \n",
       "\n",
       "     caa  thall  had_heart_attack  \n",
       "164    4      2                 1  "
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    "df[df.duplicated()]"
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  {
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       "      <th>age</th>\n",
       "      <td>1.000000</td>\n",
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       "      <td>-0.068653</td>\n",
       "      <td>0.279351</td>\n",
       "      <td>0.213678</td>\n",
       "      <td>0.121308</td>\n",
       "      <td>-0.116211</td>\n",
       "      <td>-0.398522</td>\n",
       "      <td>0.096801</td>\n",
       "      <td>0.210013</td>\n",
       "      <td>-0.168814</td>\n",
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       "      <td>0.068001</td>\n",
       "      <td>-0.225439</td>\n",
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       "      <th>sex</th>\n",
       "      <td>-0.098447</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.049353</td>\n",
       "      <td>-0.056769</td>\n",
       "      <td>-0.197912</td>\n",
       "      <td>0.045032</td>\n",
       "      <td>-0.058196</td>\n",
       "      <td>-0.044020</td>\n",
       "      <td>0.141664</td>\n",
       "      <td>0.096093</td>\n",
       "      <td>-0.030711</td>\n",
       "      <td>0.118261</td>\n",
       "      <td>0.210041</td>\n",
       "      <td>-0.280937</td>\n",
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       "      <th>cp</th>\n",
       "      <td>-0.068653</td>\n",
       "      <td>-0.049353</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.047608</td>\n",
       "      <td>-0.076904</td>\n",
       "      <td>0.094444</td>\n",
       "      <td>0.044421</td>\n",
       "      <td>0.295762</td>\n",
       "      <td>-0.394280</td>\n",
       "      <td>-0.149230</td>\n",
       "      <td>0.119717</td>\n",
       "      <td>-0.181053</td>\n",
       "      <td>-0.161736</td>\n",
       "      <td>0.433798</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>trtbps</th>\n",
       "      <td>0.279351</td>\n",
       "      <td>-0.056769</td>\n",
       "      <td>0.047608</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.123174</td>\n",
       "      <td>0.177531</td>\n",
       "      <td>-0.114103</td>\n",
       "      <td>-0.046698</td>\n",
       "      <td>0.067616</td>\n",
       "      <td>0.193216</td>\n",
       "      <td>-0.121475</td>\n",
       "      <td>0.101389</td>\n",
       "      <td>0.062210</td>\n",
       "      <td>-0.144931</td>\n",
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       "    <tr>\n",
       "      <th>chol</th>\n",
       "      <td>0.213678</td>\n",
       "      <td>-0.197912</td>\n",
       "      <td>-0.076904</td>\n",
       "      <td>0.123174</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.013294</td>\n",
       "      <td>-0.151040</td>\n",
       "      <td>-0.009940</td>\n",
       "      <td>0.067023</td>\n",
       "      <td>0.053952</td>\n",
       "      <td>-0.004038</td>\n",
       "      <td>0.070511</td>\n",
       "      <td>0.098803</td>\n",
       "      <td>-0.085239</td>\n",
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       "    <tr>\n",
       "      <th>fbs</th>\n",
       "      <td>0.121308</td>\n",
       "      <td>0.045032</td>\n",
       "      <td>0.094444</td>\n",
       "      <td>0.177531</td>\n",
       "      <td>0.013294</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.084189</td>\n",
       "      <td>-0.008567</td>\n",
       "      <td>0.025665</td>\n",
       "      <td>0.005747</td>\n",
       "      <td>-0.059894</td>\n",
       "      <td>0.137979</td>\n",
       "      <td>-0.032019</td>\n",
       "      <td>-0.028046</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>restecg</th>\n",
       "      <td>-0.116211</td>\n",
       "      <td>-0.058196</td>\n",
       "      <td>0.044421</td>\n",
       "      <td>-0.114103</td>\n",
       "      <td>-0.151040</td>\n",
       "      <td>-0.084189</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.044123</td>\n",
       "      <td>-0.070733</td>\n",
       "      <td>-0.058770</td>\n",
       "      <td>0.093045</td>\n",
       "      <td>-0.072042</td>\n",
       "      <td>-0.011981</td>\n",
       "      <td>0.137230</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>thalachh</th>\n",
       "      <td>-0.398522</td>\n",
       "      <td>-0.044020</td>\n",
       "      <td>0.295762</td>\n",
       "      <td>-0.046698</td>\n",
       "      <td>-0.009940</td>\n",
       "      <td>-0.008567</td>\n",
       "      <td>0.044123</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.378812</td>\n",
       "      <td>-0.344187</td>\n",
       "      <td>0.386784</td>\n",
       "      <td>-0.213177</td>\n",
       "      <td>-0.096439</td>\n",
       "      <td>0.421741</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>exng</th>\n",
       "      <td>0.096801</td>\n",
       "      <td>0.141664</td>\n",
       "      <td>-0.394280</td>\n",
       "      <td>0.067616</td>\n",
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       "      <td>-0.070733</td>\n",
       "      <td>-0.378812</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.288223</td>\n",
       "      <td>-0.257748</td>\n",
       "      <td>0.115739</td>\n",
       "      <td>0.206754</td>\n",
       "      <td>-0.436757</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>oldpeak</th>\n",
       "      <td>0.210013</td>\n",
       "      <td>0.096093</td>\n",
       "      <td>-0.149230</td>\n",
       "      <td>0.193216</td>\n",
       "      <td>0.053952</td>\n",
       "      <td>0.005747</td>\n",
       "      <td>-0.058770</td>\n",
       "      <td>-0.344187</td>\n",
       "      <td>0.288223</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.577537</td>\n",
       "      <td>0.222682</td>\n",
       "      <td>0.210244</td>\n",
       "      <td>-0.430696</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>slp</th>\n",
       "      <td>-0.168814</td>\n",
       "      <td>-0.030711</td>\n",
       "      <td>0.119717</td>\n",
       "      <td>-0.121475</td>\n",
       "      <td>-0.004038</td>\n",
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       "      <td>0.093045</td>\n",
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       "      <td>-0.577537</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.080155</td>\n",
       "      <td>-0.104764</td>\n",
       "      <td>0.345877</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>caa</th>\n",
       "      <td>0.276326</td>\n",
       "      <td>0.118261</td>\n",
       "      <td>-0.181053</td>\n",
       "      <td>0.101389</td>\n",
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       "      <td>-0.072042</td>\n",
       "      <td>-0.213177</td>\n",
       "      <td>0.115739</td>\n",
       "      <td>0.222682</td>\n",
       "      <td>-0.080155</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.151832</td>\n",
       "      <td>-0.391724</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>thall</th>\n",
       "      <td>0.068001</td>\n",
       "      <td>0.210041</td>\n",
       "      <td>-0.161736</td>\n",
       "      <td>0.062210</td>\n",
       "      <td>0.098803</td>\n",
       "      <td>-0.032019</td>\n",
       "      <td>-0.011981</td>\n",
       "      <td>-0.096439</td>\n",
       "      <td>0.206754</td>\n",
       "      <td>0.210244</td>\n",
       "      <td>-0.104764</td>\n",
       "      <td>0.151832</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.344029</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>had_heart_attack</th>\n",
       "      <td>-0.225439</td>\n",
       "      <td>-0.280937</td>\n",
       "      <td>0.433798</td>\n",
       "      <td>-0.144931</td>\n",
       "      <td>-0.085239</td>\n",
       "      <td>-0.028046</td>\n",
       "      <td>0.137230</td>\n",
       "      <td>0.421741</td>\n",
       "      <td>-0.436757</td>\n",
       "      <td>-0.430696</td>\n",
       "      <td>0.345877</td>\n",
       "      <td>-0.391724</td>\n",
       "      <td>-0.344029</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                       age       sex        cp    trtbps      chol       fbs  \\\n",
       "age               1.000000 -0.098447 -0.068653  0.279351  0.213678  0.121308   \n",
       "sex              -0.098447  1.000000 -0.049353 -0.056769 -0.197912  0.045032   \n",
       "cp               -0.068653 -0.049353  1.000000  0.047608 -0.076904  0.094444   \n",
       "trtbps            0.279351 -0.056769  0.047608  1.000000  0.123174  0.177531   \n",
       "chol              0.213678 -0.197912 -0.076904  0.123174  1.000000  0.013294   \n",
       "fbs               0.121308  0.045032  0.094444  0.177531  0.013294  1.000000   \n",
       "restecg          -0.116211 -0.058196  0.044421 -0.114103 -0.151040 -0.084189   \n",
       "thalachh         -0.398522 -0.044020  0.295762 -0.046698 -0.009940 -0.008567   \n",
       "exng              0.096801  0.141664 -0.394280  0.067616  0.067023  0.025665   \n",
       "oldpeak           0.210013  0.096093 -0.149230  0.193216  0.053952  0.005747   \n",
       "slp              -0.168814 -0.030711  0.119717 -0.121475 -0.004038 -0.059894   \n",
       "caa               0.276326  0.118261 -0.181053  0.101389  0.070511  0.137979   \n",
       "thall             0.068001  0.210041 -0.161736  0.062210  0.098803 -0.032019   \n",
       "had_heart_attack -0.225439 -0.280937  0.433798 -0.144931 -0.085239 -0.028046   \n",
       "\n",
       "                   restecg  thalachh      exng   oldpeak       slp       caa  \\\n",
       "age              -0.116211 -0.398522  0.096801  0.210013 -0.168814  0.276326   \n",
       "sex              -0.058196 -0.044020  0.141664  0.096093 -0.030711  0.118261   \n",
       "cp                0.044421  0.295762 -0.394280 -0.149230  0.119717 -0.181053   \n",
       "trtbps           -0.114103 -0.046698  0.067616  0.193216 -0.121475  0.101389   \n",
       "chol             -0.151040 -0.009940  0.067023  0.053952 -0.004038  0.070511   \n",
       "fbs              -0.084189 -0.008567  0.025665  0.005747 -0.059894  0.137979   \n",
       "restecg           1.000000  0.044123 -0.070733 -0.058770  0.093045 -0.072042   \n",
       "thalachh          0.044123  1.000000 -0.378812 -0.344187  0.386784 -0.213177   \n",
       "exng             -0.070733 -0.378812  1.000000  0.288223 -0.257748  0.115739   \n",
       "oldpeak          -0.058770 -0.344187  0.288223  1.000000 -0.577537  0.222682   \n",
       "slp               0.093045  0.386784 -0.257748 -0.577537  1.000000 -0.080155   \n",
       "caa              -0.072042 -0.213177  0.115739  0.222682 -0.080155  1.000000   \n",
       "thall            -0.011981 -0.096439  0.206754  0.210244 -0.104764  0.151832   \n",
       "had_heart_attack  0.137230  0.421741 -0.436757 -0.430696  0.345877 -0.391724   \n",
       "\n",
       "                     thall  had_heart_attack  \n",
       "age               0.068001         -0.225439  \n",
       "sex               0.210041         -0.280937  \n",
       "cp               -0.161736          0.433798  \n",
       "trtbps            0.062210         -0.144931  \n",
       "chol              0.098803         -0.085239  \n",
       "fbs              -0.032019         -0.028046  \n",
       "restecg          -0.011981          0.137230  \n",
       "thalachh         -0.096439          0.421741  \n",
       "exng              0.206754         -0.436757  \n",
       "oldpeak           0.210244         -0.430696  \n",
       "slp              -0.104764          0.345877  \n",
       "caa               0.151832         -0.391724  \n",
       "thall             1.000000         -0.344029  \n",
       "had_heart_attack -0.344029          1.000000  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "corr = df.corr()\n",
    "corr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "2c505a91",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.heatmap(corr, annot=True, fmt='.2f')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "23e344af",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>age</th>\n",
       "      <th>sex</th>\n",
       "      <th>cp</th>\n",
       "      <th>trtbps</th>\n",
       "      <th>chol</th>\n",
       "      <th>fbs</th>\n",
       "      <th>restecg</th>\n",
       "      <th>thalachh</th>\n",
       "      <th>exng</th>\n",
       "      <th>oldpeak</th>\n",
       "      <th>slp</th>\n",
       "      <th>caa</th>\n",
       "      <th>thall</th>\n",
       "      <th>had_heart_attack</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "      <td>303.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>54.366337</td>\n",
       "      <td>0.683168</td>\n",
       "      <td>0.966997</td>\n",
       "      <td>131.623762</td>\n",
       "      <td>246.264026</td>\n",
       "      <td>0.148515</td>\n",
       "      <td>0.528053</td>\n",
       "      <td>149.646865</td>\n",
       "      <td>0.326733</td>\n",
       "      <td>1.039604</td>\n",
       "      <td>1.399340</td>\n",
       "      <td>0.729373</td>\n",
       "      <td>2.313531</td>\n",
       "      <td>0.544554</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>9.082101</td>\n",
       "      <td>0.466011</td>\n",
       "      <td>1.032052</td>\n",
       "      <td>17.538143</td>\n",
       "      <td>51.830751</td>\n",
       "      <td>0.356198</td>\n",
       "      <td>0.525860</td>\n",
       "      <td>22.905161</td>\n",
       "      <td>0.469794</td>\n",
       "      <td>1.161075</td>\n",
       "      <td>0.616226</td>\n",
       "      <td>1.022606</td>\n",
       "      <td>0.612277</td>\n",
       "      <td>0.498835</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>29.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>94.000000</td>\n",
       "      <td>126.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>71.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>47.500000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>120.000000</td>\n",
       "      <td>211.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>133.500000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>55.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>130.000000</td>\n",
       "      <td>240.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>153.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.800000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>61.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>140.000000</td>\n",
       "      <td>274.500000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>166.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.600000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>77.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>200.000000</td>\n",
       "      <td>564.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>202.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>6.200000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              age         sex          cp      trtbps        chol         fbs  \\\n",
       "count  303.000000  303.000000  303.000000  303.000000  303.000000  303.000000   \n",
       "mean    54.366337    0.683168    0.966997  131.623762  246.264026    0.148515   \n",
       "std      9.082101    0.466011    1.032052   17.538143   51.830751    0.356198   \n",
       "min     29.000000    0.000000    0.000000   94.000000  126.000000    0.000000   \n",
       "25%     47.500000    0.000000    0.000000  120.000000  211.000000    0.000000   \n",
       "50%     55.000000    1.000000    1.000000  130.000000  240.000000    0.000000   \n",
       "75%     61.000000    1.000000    2.000000  140.000000  274.500000    0.000000   \n",
       "max     77.000000    1.000000    3.000000  200.000000  564.000000    1.000000   \n",
       "\n",
       "          restecg    thalachh        exng     oldpeak         slp         caa  \\\n",
       "count  303.000000  303.000000  303.000000  303.000000  303.000000  303.000000   \n",
       "mean     0.528053  149.646865    0.326733    1.039604    1.399340    0.729373   \n",
       "std      0.525860   22.905161    0.469794    1.161075    0.616226    1.022606   \n",
       "min      0.000000   71.000000    0.000000    0.000000    0.000000    0.000000   \n",
       "25%      0.000000  133.500000    0.000000    0.000000    1.000000    0.000000   \n",
       "50%      1.000000  153.000000    0.000000    0.800000    1.000000    0.000000   \n",
       "75%      1.000000  166.000000    1.000000    1.600000    2.000000    1.000000   \n",
       "max      2.000000  202.000000    1.000000    6.200000    2.000000    4.000000   \n",
       "\n",
       "            thall  had_heart_attack  \n",
       "count  303.000000        303.000000  \n",
       "mean     2.313531          0.544554  \n",
       "std      0.612277          0.498835  \n",
       "min      0.000000          0.000000  \n",
       "25%      2.000000          0.000000  \n",
       "50%      2.000000          1.000000  \n",
       "75%      3.000000          1.000000  \n",
       "max      3.000000          1.000000  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "1684711c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['age', 'sex', 'cp', 'trtbps', 'chol', 'fbs', 'restecg', 'thalachh',\n",
       "       'exng', 'oldpeak', 'slp', 'caa', 'thall', 'had_heart_attack'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "5e3560d7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 303 entries, 0 to 302\n",
      "Data columns (total 14 columns):\n",
      " #   Column            Non-Null Count  Dtype  \n",
      "---  ------            --------------  -----  \n",
      " 0   age               303 non-null    int64  \n",
      " 1   sex               303 non-null    int64  \n",
      " 2   cp                303 non-null    int64  \n",
      " 3   trtbps            303 non-null    int64  \n",
      " 4   chol              303 non-null    int64  \n",
      " 5   fbs               303 non-null    int64  \n",
      " 6   restecg           303 non-null    int64  \n",
      " 7   thalachh          303 non-null    int64  \n",
      " 8   exng              303 non-null    int64  \n",
      " 9   oldpeak           303 non-null    float64\n",
      " 10  slp               303 non-null    int64  \n",
      " 11  caa               303 non-null    int64  \n",
      " 12  thall             303 non-null    int64  \n",
      " 13  had_heart_attack  303 non-null    int64  \n",
      "dtypes: float64(1), int64(13)\n",
      "memory usage: 33.3 KB\n"
     ]
    }
   ],
   "source": [
    "df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "b072ba13",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\CHETAN\\AppData\\Local\\Temp\\ipykernel_13912\\714421772.py:4: UserWarning: \n",
      "\n",
      "`distplot` is a deprecated function and will be removed in seaborn v0.14.0.\n",
      "\n",
      "Please adapt your code to use either `displot` (a figure-level function with\n",
      "similar flexibility) or `histplot` (an axes-level function for histograms).\n",
      "\n",
      "For a guide to updating your code to use the new functions, please see\n",
      "https://gist.github.com/mwaskom/de44147ed2974457ad6372750bbe5751\n",
      "\n",
      "  sns.distplot(x=df['oldpeak'])\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Axes: ylabel='Density'>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 2000x2000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (20,20))\n",
    "\n",
    "plt.subplot(3, 3, 1)\n",
    "sns.distplot(x=df['oldpeak'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "a4f37663",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    143\n",
       "2     87\n",
       "1     50\n",
       "3     23\n",
       "Name: cp, dtype: int64"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.cp.value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "2ab194d8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1    165\n",
       "0    138\n",
       "Name: had_heart_attack, dtype: int64"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.had_heart_attack.value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "abdd42d5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='sex', ylabel='cp'>"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAATQAAAEmCAYAAADsn2wPAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAfxUlEQVR4nO3dfVBU1+E38O/Ke1WWoIBLXHExCogxQbBCSDUtZim0TunYSTrTWpIYGopJVJKRECfN20wwkzQxGsWQIVhKJWmzYuj4EvilgCmiPlhItKwvUSIMLlES3UUeu4ie5w8e9nk2LMvbshcO38/M/eOee8695+TmfL1772VXJYQQICKSwBSlO0BE5CoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjIml4Kt0Bd7t9+zYuXbqE6dOnQ6VSKd0dIvoeIQQ6OzsRGhqKKVOGd8016QLt0qVL0Gq1SneDiAbR2tqK2bNnD6vNpAu06dOnA+j9j+Xv769wb4jo+ywWC7RarW2uDsekC7S+j5n+/v4MNKJxbCS3hPhQgIikwUAjImkw0IhIGooGWn5+PhYvXmy7n5WQkICDBw86bVNTU4PY2Fj4+voiPDwcu3btGpO+ff3tdVT8px1/+18tqPhPO77+9vqYHIdIdkaTGQdOXkLp8RYcPHkJRpN5zI6l6EOB2bNnY8uWLbjrrrsAAH/+85/xi1/8Ag0NDYiOju5Xv7m5GampqcjIyEBJSQlqa2uRlZWFoKAgrF692mX9OnbhW7zzP+dwsu2arezuOwOwfuV8LAuf4bLjEMmu9vwVvF1xFvUXr9nK4sICsFG/AInzglx+PNV4+8bawMBAvPHGG1i7dm2/bTk5OSgvL4fRaLSVZWZm4osvvkBdXd2Q9m+xWKBWq2E2mx0+5fz62+t43nDKLsz63H1nAF5bvQhzZ0wb+oCIJimjyYwX9p2yC7M+cWEBeDVtEaI06n7bBpujzoybe2i3bt3Chx9+iK6uLiQkJDisU1dXB71eb1eWnJyM+vp63Lx502Ebq9UKi8Vitzhztv26wzADgJNt13C2nR89iYaiuaPLYZgBQP3Fa2ju6HL5MRUPtJMnT2LatGnw8fFBZmYmysrKsHDhQod129vbERISYlcWEhKCnp4edHR0OGyTl5cHtVptWwb7K4Fr/7vb6XbzDefbiaiX+UbPqLaPhOKBFhERgcbGRhw9ehR/+MMfkJ6ejqampgHrf/9lu75PzAO9hJebmwuz2WxbWltbnfYn4AfeTrer/ZxvJ6Jeaj/nt+gH2z4Sigeat7c37rrrLsTFxSEvLw/33HMP3nnnHYd1Z82ahfb2druyy5cvw9PTEzNmOL5Z7+PjY3uKOpS/DlgwaxruvjPA4ba77wzAglm8f0Y0FLqZUxEXFuBwW1xYAHQzp7r8mIoH2vcJIWC1Wh1uS0hIQGVlpV1ZRUUF4uLi4OXl5ZLjz50xDetXzu8XanffGYANK+fzgQDREEVp1NioX9Av1OLCAvCMfoHDBwKjpehrG88//zxSUlKg1WrR2dmJDz/8ENXV1Th06BCA3o+LbW1tKC4uBtD7RPPdd99FdnY2MjIyUFdXh8LCQpSWlrq0X8vCZ+C11T44234d5hvdUPt5Y8GsaQwzomFKnBeEwDRvNHd0wXyjB2o/T+hmTh2TMAMUDrRvvvkGa9asgclkglqtxuLFi3Ho0CE8+OCDAACTyYSWlhZbfZ1OhwMHDmDjxo3YsWMHQkNDsW3bNpe+g9Zn7gwGGJErRGnUYxZg3zfu3kMba6N5x4WIxp4U76EREY0WA42IpMFAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGgw0IpIGA42IpMFAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGooGWl5eHpYuXYrp06cjODgYaWlpOHPmjNM21dXVUKlU/ZbTp0+7qddENF4pGmg1NTVYt24djh49isrKSvT09ECv16Orq2vQtmfOnIHJZLIt8+fPd0OPiWg881Ty4IcOHbJbLyoqQnBwME6cOIHly5c7bRscHIyAgIAx7B0RTTTj6h6a2WwGAAQGBg5aNyYmBhqNBklJSaiqqhqwntVqhcVisVuISE7jJtCEEMjOzsb999+PRYsWDVhPo9GgoKAABoMBe/fuRUREBJKSknD48GGH9fPy8qBWq22LVqsdqyEQkcJUQgihdCcAYN26ddi/fz/+9a9/Yfbs2cNqu2rVKqhUKpSXl/fbZrVaYbVabesWiwVarRZmsxn+/v6j7jcRuZbFYoFarR7RHB0XV2hPPfUUysvLUVVVNewwA4D4+HicO3fO4TYfHx/4+/vbLUQkJ0UfCggh8NRTT6GsrAzV1dXQ6XQj2k9DQwM0Go2Le0dEE42igbZu3Trs2bMHn3zyCaZPn4729nYAgFqthp+fHwAgNzcXbW1tKC4uBgBs3boVc+fORXR0NLq7u1FSUgKDwQCDwaDYOIhofFA00PLz8wEADzzwgF15UVERHnnkEQCAyWRCS0uLbVt3dzeeffZZtLW1wc/PD9HR0di/fz9SU1Pd1W0iGqfGzUMBdxnNDUciGnsT/qEAEZErMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGgw0IpIGA42IpMFAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGgw0IpIGA42IpKFooOXl5WHp0qWYPn06goODkZaWhjNnzgzarqamBrGxsfD19UV4eDh27drl8r4ZTWYcOHkJpcdbcPDkJRhNZpcfg2gycOdc8hyzPQ9BTU0N1q1bh6VLl6KnpwebN2+GXq9HU1MTpk6d6rBNc3MzUlNTkZGRgZKSEtTW1iIrKwtBQUFYvXq1S/pVe/4K3q44i/qL12xlcWEB2KhfgMR5QS45BtFk4O65pBJCCJfvdYSuXLmC4OBg1NTUYPny5Q7r5OTkoLy8HEaj0VaWmZmJL774AnV1dYMeY7CfmTeazHhh3ym7E9AnLiwAr6YtQpRGPfRBEU1SI51Lg81RZ8bVPTSzufdSNDAwcMA6dXV10Ov1dmXJycmor6/HzZs3+9W3Wq2wWCx2izPNHV0OTwAA1F+8huaOrkFGQUSAMnNp3ASaEALZ2dm4//77sWjRogHrtbe3IyQkxK4sJCQEPT096Ojo6Fc/Ly8ParXatmi1Wqf9MN/oGdV2IuqlxFwaN4H25JNP4ssvv0RpaemgdVUqld1636fm75cDQG5uLsxms21pbW11um+1n/PbioNtJ6JeSsylcRFoTz31FMrLy1FVVYXZs2c7rTtr1iy0t7fblV2+fBmenp6YMWNGv/o+Pj7w9/e3W5zRzZyKuLAAh9viwgKgm+n4YQUR2VNiLikaaEIIPPnkk9i7dy/++c9/QqfTDdomISEBlZWVdmUVFRWIi4uDl5fXqPsUpVFjo35BvxMRFxaAZ/QL+ECAaIiUmEuKPuXMysrCnj178MknnyAiIsJWrlar4efnB6D3I2NbWxuKi4sB9L62sWjRIjzxxBPIyMhAXV0dMjMzUVpaOqTXNob6BMVoMqO5owvmGz1Q+3lCN3Mqw4xoBIY7l0bzlBNCQQAcLkVFRbY66enpYsWKFXbtqqurRUxMjPD29hZz584V+fn5Qz6m2WwWAITZbHbRKIjIlUYzR8fVe2juMKr0J6IxJ817aEREo8FAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGgw0IpIGA42IpMFAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGp4jbXj16lUUFhbCaDRCpVIhMjISjz32GAIDA13ZPyKiIRvRFVpNTQ10Oh22bduGq1ev4rvvvsP27duh0+lQU1Mz5P0cPnwYq1atQmhoKFQqFfbt2+e0fnV1NVQqVb/l9OnTIxkGEUlmRFdo69atw0MPPYT8/Hx4eHgAAG7duoWsrCysW7cOp06dGtJ+urq6cM899+DRRx/F6tWrh3z8M2fO2P2iclBQ0PAGQERSGlGgnT9/HgaDwRZmAODh4YHs7GwUFxcPeT8pKSlISUkZ9vGDg4MREBAw7HZEJLcRfeRcsmQJjEZjv3Kj0Yh77713tH0aVExMDDQaDZKSklBVVeW0rtVqhcVisVuISE4jukJ7+umnsX79enz11VeIj48HABw9ehQ7duzAli1b8OWXX9rqLl682DU9BaDRaFBQUIDY2FhYrVb85S9/QVJSEqqrq7F8+XKHbfLy8vDyyy+7rA9ENH6phBBiuI2mTHF+YadSqSCEgEqlwq1bt4bWEZUKZWVlSEtLG1ZfVq1aBZVKhfLycofbrVYrrFarbd1isUCr1cJsNtvdhyOi8cFisUCtVo9ojo7oCq25uXkkzcZEfHw8SkpKBtzu4+MDHx8fN/aIiJQyokDbs2cPQkJC8Nhjj9mVf/DBB7hy5QpycnJc0rmhaGhogEajcdvxiGj8GtFDgffeew+RkZH9yqOjo7Fr164h7+f69etobGxEY2MjgN4rv8bGRrS0tAAAcnNz8bvf/c5Wf+vWrdi3bx/OnTuH//znP8jNzYXBYMCTTz45kmEQkWRGdIXW3t7u8KooKCgIJpNpyPupr6/Hj3/8Y9t6dnY2ACA9PR27d++GyWSyhRsAdHd349lnn0VbWxv8/PwQHR2N/fv3IzU1dSTDICLJjCjQtFotamtrodPp7Mpra2sRGho65P088MADcPZMYvfu3XbrmzZtwqZNm4bVVyKaPEYUaI8//jg2bNiAmzdv4ic/+QkA4LPPPsOmTZvwzDPPuLSDRERDNaJA27RpE7777jtkZWWhu7sbAODr64ucnBzk5ua6tINEREM1ovfQ+ly/fh1GoxF+fn6YP3/+hHg9YjTvuBDR2HP7e2h9pk2bhqVLl45mF0RELsMveCQiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGgw0IpIGA42IpMFAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGgw0IpIGA42IpKFooB0+fBirVq1CaGgoVCoV9u3bN2ibmpoaxMbGwtfXF+Hh4di1a9eY9M1oMuPAyUsoPd6CgycvwWgyj8lxiGTnzrk0ql99Gq2uri7cc889ePTRR7F69epB6zc3NyM1NRUZGRkoKSlBbW0tsrKyEBQUNKT2Q1V7/grerjiL+ovXbGVxYQHYqF+AxHlBLjsOkezcPZcUDbSUlBSkpKQMuf6uXbswZ84cbN26FQAQFRWF+vp6vPnmmy4LNKPJ3O8EAED9xWt4u+IsAtO8EaVRu+RYRDJTYi5NqHtodXV10Ov1dmXJycmor6/HzZs3HbaxWq2wWCx2izPNHV39TkCf+ovX0NzRNaK+E002SsylCRVo7e3tCAkJsSsLCQlBT08POjo6HLbJy8uDWq22LVqt1ukxzDd6RrWdiHopMZcmVKABgEqlslsXQjgs75Obmwuz2WxbWltbne5f7ef8U/hg24molxJzaUIF2qxZs9De3m5XdvnyZXh6emLGjBkO2/j4+MDf399ucUY3cyriwgIcbosLC4Bu5tQR9Z1oslFiLk2oQEtISEBlZaVdWUVFBeLi4uDl5eWSY0Rp1NioX9DvRMSFBeAZ/QI+ECAaIiXmkqKfn65fv46vvvrKtt7c3IzGxkYEBgZizpw5yM3NRVtbG4qLiwEAmZmZePfdd5GdnY2MjAzU1dWhsLAQpaWlLu1X4rwgBKZ5o7mjC+YbPVD7eUI3cyrDjGiY3D6XhIKqqqoEgH5Lenq6EEKI9PR0sWLFCrs21dXVIiYmRnh7e4u5c+eK/Pz8YR3TbDYLAMJsNrtoFETkSqOZoyoh/u9d9UnCYrFArVbDbDYPej+NiNxvNHN0Qt1DIyJyhoFGRNJgoBGRNBhoRCQNBhoRSYOBRkTSYKARkTQYaEQkDQYaEUmDgUZE0mCgEZE0GGhEJA0GGhFJg4FGRNJgoBGRNBhoRCQNBhoRSYOBRkTSYKARkTQYaEQkDQYaEUmDgUZE0mCgEZE0GGhEJA3FA23nzp3Q6XTw9fVFbGwsPv/88wHrVldXQ6VS9VtOnz7txh4T0XilaKB99NFH2LBhAzZv3oyGhgb86Ec/QkpKClpaWpy2O3PmDEwmk22ZP3++m3pMROOZooH21ltvYe3atXj88ccRFRWFrVu3QqvVIj8/32m74OBgzJo1y7Z4eHi4qcdENJ4pFmjd3d04ceIE9Hq9Xbler8eRI0ecto2JiYFGo0FSUhKqqqqc1rVarbBYLHYLEclJsUDr6OjArVu3EBISYlceEhKC9vZ2h200Gg0KCgpgMBiwd+9eREREICkpCYcPHx7wOHl5eVCr1bZFq9W6dBxENH54Kt0BlUplty6E6FfWJyIiAhEREbb1hIQEtLa24s0338Ty5csdtsnNzUV2drZt3WKxMNSIJKXYFdrMmTPh4eHR72rs8uXL/a7anImPj8e5c+cG3O7j4wN/f3+7hYjkpFigeXt7IzY2FpWVlXbllZWVuO+++4a8n4aGBmg0Gld3j4gmIEU/cmZnZ2PNmjWIi4tDQkICCgoK0NLSgszMTAC9Hxfb2tpQXFwMANi6dSvmzp2L6OhodHd3o6SkBAaDAQaDQclhENE4oWigPfzww/j222/xyiuvwGQyYdGiRThw4ADCwsIAACaTye6dtO7ubjz77LNoa2uDn58foqOjsX//fqSmpio1BCIaR1RCCKF0J9zJYrFArVbDbDbzfhrRODSaOar4nz4REbkKA42IpMFAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGgw0IpIGA42IpMFAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQikgYDjYikwUAjImkw0IhIGooH2s6dO6HT6eDr64vY2Fh8/vnnTuvX1NQgNjYWvr6+CA8Px65du8akX0aTGQdOXkLp8RYcPHkJRpN5TI5DJDt3ziXPMdvzEHz00UfYsGEDdu7cicTERLz33ntISUlBU1MT5syZ069+c3MzUlNTkZGRgZKSEtTW1iIrKwtBQUFYvXq1y/pVe/4K3q44i/qL12xlcWEB2KhfgMR5QS47DpHs3D2XVEII4fK9DtGyZcuwZMkS5Ofn28qioqKQlpaGvLy8fvVzcnJQXl4Oo9FoK8vMzMQXX3yBurq6IR1zsJ+ZN5rMeGHfKbsT0CcuLACvpi1ClEY9pGMRTWYjnUuDzVFnFPvI2d3djRMnTkCv19uV6/V6HDlyxGGburq6fvWTk5NRX1+PmzdvOmxjtVphsVjsFmeaO7ocngAAqL94Dc0dXU7bE1EvJeaSYoHW0dGBW7duISQkxK48JCQE7e3tDtu0t7c7rN/T04OOjg6HbfLy8qBWq22LVqt12i/zjZ5RbSeiXkrMJcUfCqhUKrt1IUS/ssHqOyrvk5ubC7PZbFtaW1ud9kft5/y24mDbiaiXEnNJsUCbOXMmPDw8+l2NXb58ud9VWJ9Zs2Y5rO/p6YkZM2Y4bOPj4wN/f3+7xRndzKmICwtwuC0uLAC6mVOdtieiXkrMJcUCzdvbG7GxsaisrLQrr6ysxH333eewTUJCQr/6FRUViIuLg5eXl0v6FaVRY6N+Qb8TERcWgGf0C/hAgGiIlJhLin5+ys7Oxpo1axAXF4eEhAQUFBSgpaUFmZmZAHo/Lra1taG4uBhA7xPNd999F9nZ2cjIyEBdXR0KCwtRWlrq0n4lzgtCYJo3mju6YL7RA7WfJ3QzpzLMiIbJ3XNJ0UB7+OGH8e233+KVV16ByWTCokWLcODAAYSFhQEATCYTWlpabPV1Oh0OHDiAjRs3YseOHQgNDcW2bdtc+g5anyiNmgFG5ALunEuKvoemhNG840JEY29CvodGRORqDDQikgYDjYikMeneEu27ZTjYn0ARkTL65uZIbu9PukDr7OwEgEH/BIqIlNXZ2Qm1enhPRyfdU87bt2/j0qVLmD59utM/sQJ6/6XQarVobW2V5okoxzT+yTYeYHhjEkKgs7MToaGhmDJleHfFJt0V2pQpUzB79uxhtRnKn0xNNBzT+CfbeIChj2m4V2Z9+FCAiKTBQCMiaTDQnPDx8cGLL74IHx8fpbviMhzT+CfbeAD3jWnSPRQgInnxCo2IpMFAIyJpMNCISBoMNCKSxqQKtLH4lXaDwYCFCxfCx8cHCxcuRFlZ2Vh136HhjGnv3r148MEHERQUBH9/fyQkJODTTz+1q7N7926oVKp+y3//+9+xHorNcMZUXV3tsL+nT5+2qzeRztMjjzzicEzR0dG2Okqep8OHD2PVqlUIDQ2FSqXCvn37Bm3jtrkkJokPP/xQeHl5iffff180NTWJ9evXi6lTp4qLFy86rH/hwgXxgx/8QKxfv140NTWJ999/X3h5eYmPP/7YVufIkSPCw8NDvPbaa8JoNIrXXntNeHp6iqNHj47LMa1fv168/vrr4vjx4+Ls2bMiNzdXeHl5iX//+9+2OkVFRcLf31+YTCa7xV2GO6aqqioBQJw5c8auvz09PbY6E+08Xbt2zW4sra2tIjAwULz44ou2OkqepwMHDojNmzcLg8EgAIiysjKn9d05lyZNoP3whz8UmZmZdmWRkZHiueeec1h/06ZNIjIy0q7siSeeEPHx8bb1hx56SPz0pz+1q5OcnCx+/etfu6jXzg13TI4sXLhQvPzyy7b1oqIioVarXdXFYRvumPoC7erVqwPuc6Kfp7KyMqFSqcTXX39tK1P6PPUZSqC5cy5Nio+cY/Ur7QPVGWifrjSSMX3f7du30dnZicDAQLvy69evIywsDLNnz8bPf/5zNDQ0uKzfzoxmTDExMdBoNEhKSkJVVZXdtol+ngoLC7Fy5Urbb230Ueo8DZc759KkCLSx+pX2geoMtE9XGsmYvu9Pf/oTurq68NBDD9nKIiMjsXv3bpSXl6O0tBS+vr5ITEzEuXPnXNp/R0YyJo1Gg4KCAhgMBuzduxcRERFISkrC4cOHbXUm8nkymUw4ePAgHn/8cbtyJc/TcLlzLk2qb9sYi19pH+4+XW2kxy8tLcVLL72ETz75BMHBwbby+Ph4xMfH29YTExOxZMkSbN++Hdu2bXNdx50YzpgiIiIQERFhW09ISEBrayvefPNNLF++fET7HAsjPf7u3bsREBCAtLQ0u/LxcJ6Gw11zaVJcoY3Vr7QPVGegfbrSSMbU56OPPsLatWvxt7/9DStXrnRad8qUKVi6dKlb/uUfzZj+f/Hx8Xb9najnSQiBDz74AGvWrIG3t7fTuu48T8Plzrk0KQJtrH6lfaA6A+3TlUYyJqD3yuyRRx7Bnj178LOf/WzQ4wgh0NjYCI1GM+o+D2akY/q+hoYGu/5OxPME9L7q8NVXX2Ht2rWDHsed52m43DqXhvUIYQLre3ReWFgompqaxIYNG8TUqVNtT46ee+45sWbNGlv9vkfNGzduFE1NTaKwsLDfo+ba2lrh4eEhtmzZIoxGo9iyZYsirwMMdUx79uwRnp6eYseOHXaP+q9du2ar89JLL4lDhw6J8+fPi4aGBvHoo48KT09PcezYsXE5prfffluUlZWJs2fPilOnTonnnntOABAGg8FWZ6Kdpz6//e1vxbJlyxzuU8nz1NnZKRoaGkRDQ4MAIN566y3R0NBgew1Fybk0aQJNCCF27NghwsLChLe3t1iyZImoqamxbUtPTxcrVqywq19dXS1iYmKEt7e3mDt3rsjPz++3z7///e8iIiJCeHl5icjISLuJ5A7DGdOKFSsEgH5Lenq6rc6GDRvEnDlzhLe3twgKChJ6vV4cOXLEjSMa3phef/11MW/ePOHr6yvuuOMOcf/994v9+/f32+dEOk9C9L6L5ufnJwoKChzuT8nz1PeqzED/Hyk5l/j1QUQkjUlxD42IJgcGGhFJg4FGRNJgoBGRNBhoRCQNBhoRSYOBRkTSYKARkTQYaEQkDQYaEUmDgUbj2scff4y7774bfn5+mDFjBlauXImuri4AQFFREaKiouDr64vIyEjs3LnT1u6xxx7D4sWLYbVaAQA3b95EbGwsfvOb3ygyDnKT4f9pKpF7XLp0SXh6eoq33npLNDc3iy+//FLs2LFDdHZ2ioKCAqHRaITBYBAXLlwQBoNBBAYGit27dwsher8RIjw8XGzYsEEIIUROTo6YM2eO3TeLkHwYaDRunThxQgCw+3GQPlqtVuzZs8eu7NVXXxUJCQm29SNHjggvLy/xwgsvCE9PT7tvuCA58ds2aNy6desWkpOTcfz4cSQnJ0Ov1+NXv/oVenp6EBwcDD8/P0yZ8v/umvT09ECtVuObb76xlT3//PPIy8tDTk4OtmzZosQwyI0m1W8K0MTi4eGByspKHDlyBBUVFdi+fTs2b96Mf/zjHwCA999/H8uWLevXps/t27dRW1sLDw+PcfnV1OR6fChA45pKpUJiYiJefvllNDQ0wNvbG7W1tbjzzjtx4cIF3HXXXXaLTqeztX3jjTdgNBpRU1ODTz/9FEVFRQqOhNyBV2g0bh07dgyfffYZ9Ho9goODcezYMVy5cgVRUVF46aWX8PTTT8Pf3x8pKSmwWq2or6/H1atXkZ2djcbGRvzxj3/Exx9/jMTERLzzzjtYv349VqxYgfDwcKWHRmNF6Zt4RANpamoSycnJIigoSPj4+IgFCxaI7du327b/9a9/Fffee6/w9vYWd9xxh1i+fLnYu3evuHHjhli4cKH4/e9/b7e/X/7yl+K+++4TPT097h4KuQkfChCRNHgPjYikwUAjImkw0IhIGgw0IpIGA42IpMFAIyJpMNCISBoMNCKSBgONiKTBQCMiaTDQiEgaDDQiksb/Acnl/Xu4ngk1AAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 300x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (3,3))\n",
    "sns.scatterplot(data=df, x=\"sex\", y=\"cp\", alpha = 0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "6418777b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "60.6"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# only 20% of patients can be fast-tracked\n",
    ".20 * len(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "4e9ac5d8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr:last-of-type th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th colspan=\"2\" halign=\"left\">had_heart_attack</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th>mean</th>\n",
       "      <th>count</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>cp</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.272727</td>\n",
       "      <td>143</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.820000</td>\n",
       "      <td>50</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.793103</td>\n",
       "      <td>87</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.695652</td>\n",
       "      <td>23</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   had_heart_attack      \n",
       "               mean count\n",
       "cp                       \n",
       "0          0.272727   143\n",
       "1          0.820000    50\n",
       "2          0.793103    87\n",
       "3          0.695652    23"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# The ER baseline policiy is to fast-track\n",
    "# any patient with Type 2 chest pain,\n",
    "# which corresponds to\n",
    "# `df['cp'] == 1`. So the ER baseline\n",
    "# strategy is to return 1 when\n",
    "# df['cp'] == 1, and 0 otherwise.\n",
    "(\n",
    "  df.groupby(['cp'])[['had_heart_attack']]\n",
    "  .agg(['mean', 'count'])\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "e3d1a0bb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "41.0"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    ".82 *50"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "c499e4d5",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Combining the added constraint (61 total fast-tracks) with the goal of beating the baseline (41 correct predictions), we can formulate the new objective as: find a classifier that has a recall@k (with k=61) greater than 41."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 113,
   "id": "e6481520",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "feature = df.drop(columns='had_heart_attack')\n",
    "target = df[['had_heart_attack']]\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(feature, target, test_size = 0.2, random_state=42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "id": "a5cbbb5a",
   "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>const</th>\n",
       "      <th>age</th>\n",
       "      <th>sex</th>\n",
       "      <th>cp</th>\n",
       "      <th>trtbps</th>\n",
       "      <th>chol</th>\n",
       "      <th>fbs</th>\n",
       "      <th>restecg</th>\n",
       "      <th>thalachh</th>\n",
       "      <th>exng</th>\n",
       "      <th>oldpeak</th>\n",
       "      <th>slp</th>\n",
       "      <th>caa</th>\n",
       "      <th>thall</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>132</th>\n",
       "      <td>1.0</td>\n",
       "      <td>42</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>120</td>\n",
       "      <td>295</td>\n",
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       "      <td>1</td>\n",
       "      <td>162</td>\n",
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       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>202</th>\n",
       "      <td>1.0</td>\n",
       "      <td>58</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>150</td>\n",
       "      <td>270</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>111</td>\n",
       "      <td>1</td>\n",
       "      <td>0.8</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>196</th>\n",
       "      <td>1.0</td>\n",
       "      <td>46</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>150</td>\n",
       "      <td>231</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>147</td>\n",
       "      <td>0</td>\n",
       "      <td>3.6</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75</th>\n",
       "      <td>1.0</td>\n",
       "      <td>55</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>135</td>\n",
       "      <td>250</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>161</td>\n",
       "      <td>0</td>\n",
       "      <td>1.4</td>\n",
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       "      <td>0</td>\n",
       "      <td>2</td>\n",
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       "    <tr>\n",
       "      <th>176</th>\n",
       "      <td>1.0</td>\n",
       "      <td>60</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>117</td>\n",
       "      <td>230</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>160</td>\n",
       "      <td>1</td>\n",
       "      <td>1.4</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>3</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",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>188</th>\n",
       "      <td>1.0</td>\n",
       "      <td>50</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>140</td>\n",
       "      <td>233</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>163</td>\n",
       "      <td>0</td>\n",
       "      <td>0.6</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>71</th>\n",
       "      <td>1.0</td>\n",
       "      <td>51</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>94</td>\n",
       "      <td>227</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>154</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>106</th>\n",
       "      <td>1.0</td>\n",
       "      <td>69</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>160</td>\n",
       "      <td>234</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>131</td>\n",
       "      <td>0</td>\n",
       "      <td>0.1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>270</th>\n",
       "      <td>1.0</td>\n",
       "      <td>46</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>120</td>\n",
       "      <td>249</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>144</td>\n",
       "      <td>0</td>\n",
       "      <td>0.8</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102</th>\n",
       "      <td>1.0</td>\n",
       "      <td>63</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>140</td>\n",
       "      <td>195</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>179</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>242 rows × 14 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     const  age  sex  cp  trtbps  chol  fbs  restecg  thalachh  exng  oldpeak  \\\n",
       "132    1.0   42    1   1     120   295    0        1       162     0      0.0   \n",
       "202    1.0   58    1   0     150   270    0        0       111     1      0.8   \n",
       "196    1.0   46    1   2     150   231    0        1       147     0      3.6   \n",
       "75     1.0   55    0   1     135   250    0        0       161     0      1.4   \n",
       "176    1.0   60    1   0     117   230    1        1       160     1      1.4   \n",
       "..     ...  ...  ...  ..     ...   ...  ...      ...       ...   ...      ...   \n",
       "188    1.0   50    1   2     140   233    0        1       163     0      0.6   \n",
       "71     1.0   51    1   2      94   227    0        1       154     1      0.0   \n",
       "106    1.0   69    1   3     160   234    1        0       131     0      0.1   \n",
       "270    1.0   46    1   0     120   249    0        0       144     0      0.8   \n",
       "102    1.0   63    0   1     140   195    0        1       179     0      0.0   \n",
       "\n",
       "     slp  caa  thall  \n",
       "132    2    0      2  \n",
       "202    2    0      3  \n",
       "196    1    0      2  \n",
       "75     1    0      2  \n",
       "176    2    2      3  \n",
       "..   ...  ...    ...  \n",
       "188    1    1      3  \n",
       "71     2    1      3  \n",
       "106    1    1      2  \n",
       "270    2    0      3  \n",
       "102    2    2      2  \n",
       "\n",
       "[242 rows x 14 columns]"
      ]
     },
     "execution_count": 69,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# calculate VIF scores\n",
    "from statsmodels.stats.outliers_influence import variance_inflation_factor as vif \n",
    "from statsmodels.tools.tools import add_constant\n",
    "\n",
    "X = add_constant(X_train)\n",
    "X"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "id": "aee4a5d5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>feature</th>\n",
       "      <th>vif_score</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>age</td>\n",
       "      <td>1.489602</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>sex</td>\n",
       "      <td>1.210183</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>cp</td>\n",
       "      <td>1.268163</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>trtbps</td>\n",
       "      <td>1.159604</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>chol</td>\n",
       "      <td>1.188416</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>fbs</td>\n",
       "      <td>1.109364</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>restecg</td>\n",
       "      <td>1.052229</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>thalachh</td>\n",
       "      <td>1.573603</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>exng</td>\n",
       "      <td>1.415899</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>oldpeak</td>\n",
       "      <td>1.751252</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>slp</td>\n",
       "      <td>1.570907</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>caa</td>\n",
       "      <td>1.224082</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>thall</td>\n",
       "      <td>1.156244</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     feature  vif_score\n",
       "1        age   1.489602\n",
       "2        sex   1.210183\n",
       "3         cp   1.268163\n",
       "4     trtbps   1.159604\n",
       "5       chol   1.188416\n",
       "6        fbs   1.109364\n",
       "7    restecg   1.052229\n",
       "8   thalachh   1.573603\n",
       "9       exng   1.415899\n",
       "10   oldpeak   1.751252\n",
       "11       slp   1.570907\n",
       "12       caa   1.224082\n",
       "13     thall   1.156244"
      ]
     },
     "execution_count": 70,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vif_df = pd.DataFrame([vif(X.values, i)  for i in range(X.shape[1])], index=X.columns).reset_index()\n",
    "vif_df.columns = ['feature','vif_score']\n",
    "vif_df = vif_df.loc[vif_df.feature!='const']\n",
    "vif_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "id": "a0cabe4b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x700 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# heatmap correlation\n",
    "price_train = pd.concat([X_train, y_train], axis=1)\n",
    "corr = price_train.corr()\n",
    "\n",
    "plt.figure(figsize=(10,7))\n",
    "sns.heatmap(corr, annot=True, fmt='.2f')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "id": "8d1b0722",
   "metadata": {},
   "outputs": [],
   "source": [
    "# drop redundant features\n",
    "X_train = X_train.drop(columns=['oldpeak', 'exng'])\n",
    "X_test = X_test.drop(columns=['oldpeak','exng'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "dd9b705d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x700 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# heatmap correlation\n",
    "price_train = pd.concat([X_train, y_train], axis=1)\n",
    "corr = price_train.corr()\n",
    "\n",
    "plt.figure(figsize=(10,7))\n",
    "sns.heatmap(corr, annot=True, fmt='.2f')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "id": "454db4f2",
   "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>feature</th>\n",
       "      <th>vif_score</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>age</td>\n",
       "      <td>1.488192</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>sex</td>\n",
       "      <td>1.171107</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>cp</td>\n",
       "      <td>1.179906</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>trtbps</td>\n",
       "      <td>1.134868</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>chol</td>\n",
       "      <td>1.155419</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>fbs</td>\n",
       "      <td>1.096374</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>restecg</td>\n",
       "      <td>1.047287</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>thalachh</td>\n",
       "      <td>1.431436</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>slp</td>\n",
       "      <td>1.139387</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>caa</td>\n",
       "      <td>1.176287</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>thall</td>\n",
       "      <td>1.117126</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     feature  vif_score\n",
       "1        age   1.488192\n",
       "2        sex   1.171107\n",
       "3         cp   1.179906\n",
       "4     trtbps   1.134868\n",
       "5       chol   1.155419\n",
       "6        fbs   1.096374\n",
       "7    restecg   1.047287\n",
       "8   thalachh   1.431436\n",
       "9        slp   1.139387\n",
       "10       caa   1.176287\n",
       "11     thall   1.117126"
      ]
     },
     "execution_count": 78,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Checking the VIF score again\n",
    "\n",
    "X = add_constant(X_train)\n",
    "\n",
    "vif_df = pd.DataFrame([vif(X.values, i) for i in range(X.shape[1])],  index=X.columns).reset_index()\n",
    "vif_df.columns = ['feature','vif_score']\n",
    "vif_df = vif_df.loc[vif_df.feature!='const']\n",
    "vif_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "id": "b846c721",
   "metadata": {},
   "outputs": [],
   "source": [
    "# train the model\n",
    "X_train = X_train.to_numpy()\n",
    "y_train = y_train.to_numpy()\n",
    "y_train = y_train.reshape(len(y_train),)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "id": "fce4411f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(242, 11)"
      ]
     },
     "execution_count": 83,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X_train.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "id": "60e6a852",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(242,)"
      ]
     },
     "execution_count": 84,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y_train.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "id": "1edb3163",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn import preprocessing\n",
    "\n",
    "scaler = preprocessing.StandardScaler().fit(X_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "id": "b0e9794e",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_scaled = scaler.transform(X_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "id": "53bce211",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.linear_model import LogisticRegression\n",
    "\n",
    "clf = LogisticRegression(max_iter = 200, random_state=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "id": "8b0f6b1a",
   "metadata": {},
   "outputs": [],
   "source": [
    "model = clf.fit(X_scaled, y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "id": "b162c85a",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\CHETAN\\anaconda3\\Lib\\site-packages\\sklearn\\base.py:432: UserWarning: X has feature names, but LogisticRegression was fitted without feature names\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "0.6229508196721312"
      ]
     },
     "execution_count": 89,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.score(X_test, y_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "id": "b73f5956",
   "metadata": {},
   "outputs": [
    {
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       "<p>242 rows × 11 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     age  sex  cp  trtbps  chol  fbs  restecg  thalachh  slp  caa  thall\n",
       "132   42    1   1     120   295    0        1       162    2    0      2\n",
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       "..   ...  ...  ..     ...   ...  ...      ...       ...  ...  ...    ...\n",
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       "102   63    0   1     140   195    0        1       179    2    2      2\n",
       "\n",
       "[242 rows x 11 columns]"
      ]
     },
     "execution_count": 111,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X = X.drop(['const'], axis = 1)\n",
    "X"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 112,
   "id": "dfba126c",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\CHETAN\\anaconda3\\Lib\\site-packages\\sklearn\\base.py:432: UserWarning: X has feature names, but LogisticRegression was fitted without feature names\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "X['pred'] = model.predict(X)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "id": "63f7119a",
   "metadata": {},
   "outputs": [],
   "source": [
    "with_preds = X.sort_values('pred').tail(61)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "id": "bdbce920",
   "metadata": {},
   "outputs": [],
   "source": [
    "top_k_preds = pd.concat([with_preds, y_train],  axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "id": "79dcb88d",
   "metadata": {},
   "outputs": [
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>188</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>106</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>270</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>242 rows × 13 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      age  sex   cp  trtbps   chol  fbs  restecg  thalachh  slp  caa  thall  \\\n",
       "280  42.0  1.0  0.0   136.0  315.0  0.0      1.0     125.0  1.0  0.0    1.0   \n",
       "274  47.0  1.0  0.0   110.0  275.0  0.0      0.0     118.0  1.0  1.0    2.0   \n",
       "165  67.0  1.0  0.0   160.0  286.0  0.0      0.0     108.0  1.0  3.0    2.0   \n",
       "144  76.0  0.0  2.0   140.0  197.0  0.0      2.0     116.0  1.0  0.0    2.0   \n",
       "147  60.0  0.0  3.0   150.0  240.0  0.0      1.0     171.0  2.0  0.0    2.0   \n",
       "..    ...  ...  ...     ...    ...  ...      ...       ...  ...  ...    ...   \n",
       "121   NaN  NaN  NaN     NaN    NaN  NaN      NaN       NaN  NaN  NaN    NaN   \n",
       "20    NaN  NaN  NaN     NaN    NaN  NaN      NaN       NaN  NaN  NaN    NaN   \n",
       "188   NaN  NaN  NaN     NaN    NaN  NaN      NaN       NaN  NaN  NaN    NaN   \n",
       "106   NaN  NaN  NaN     NaN    NaN  NaN      NaN       NaN  NaN  NaN    NaN   \n",
       "270   NaN  NaN  NaN     NaN    NaN  NaN      NaN       NaN  NaN  NaN    NaN   \n",
       "\n",
       "     pred  had_heart_attack  \n",
       "280   0.0                 0  \n",
       "274   0.0                 0  \n",
       "165   0.0                 0  \n",
       "144   0.0                 1  \n",
       "147   0.0                 1  \n",
       "..    ...               ...  \n",
       "121   NaN                 1  \n",
       "20    NaN                 1  \n",
       "188   NaN                 0  \n",
       "106   NaN                 1  \n",
       "270   NaN                 0  \n",
       "\n",
       "[242 rows x 13 columns]"
      ]
     },
     "execution_count": 116,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top_k_preds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "id": "bbe2c393",
   "metadata": {},
   "outputs": [],
   "source": [
    "recall_at_k = len(\n",
    "  top_k_preds\n",
    "  .query('had_heart_attack == 1')\n",
    "  .query('pred == 1'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "id": "55e8731e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Recall@61 = 42\n"
     ]
    }
   ],
   "source": [
    "print(f\"Recall@61 = {recall_at_k}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "085d20e7",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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