Data Preprocessing.ipynb

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    {
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      "Installing collected packages: pyparsing, pillow, kiwisolver, fonttools, cycler, contourpy, matplotlib, seaborn\n",
      "Successfully installed contourpy-1.2.1 cycler-0.12.1 fonttools-4.53.0 kiwisolver-1.4.5 matplotlib-3.9.0 pillow-10.3.0 pyparsing-3.1.2 seaborn-0.13.2\n"
     ]
    }
   ],
   "source": [
    "!pip install seaborn\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "9a8330b8-f3a1-4f39-a3f0-0e0e6c52ff31",
   "metadata": {},
   "outputs": [],
   "source": [
    "# importing libraries\n",
    "\n",
    "# import scipy\n",
    "\n",
    "# from sklearn.preprocessing import MinMaxScaler\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "52d7c7a7-b3d2-4052-918f-0dea7dc4b41f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Step 2\n",
    "# Load the dataset\n",
    "df = pd.read_csv('diabetes.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "5f29773b-8f4d-4349-b7ba-f52774fe04a4",
   "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>Pregnancies</th>\n",
       "      <th>Glucose</th>\n",
       "      <th>BloodPressure</th>\n",
       "      <th>SkinThickness</th>\n",
       "      <th>Insulin</th>\n",
       "      <th>BMI</th>\n",
       "      <th>DiabetesPedigreeFunction</th>\n",
       "      <th>Age</th>\n",
       "      <th>Outcome</th>\n",
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       "      <th>0</th>\n",
       "      <td>6</td>\n",
       "      <td>148</td>\n",
       "      <td>72</td>\n",
       "      <td>35</td>\n",
       "      <td>0</td>\n",
       "      <td>33.6</td>\n",
       "      <td>0.627</td>\n",
       "      <td>50</td>\n",
       "      <td>1</td>\n",
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       "      <td>64</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>23.3</td>\n",
       "      <td>0.672</td>\n",
       "      <td>32</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1</td>\n",
       "      <td>89</td>\n",
       "      <td>66</td>\n",
       "      <td>23</td>\n",
       "      <td>94</td>\n",
       "      <td>28.1</td>\n",
       "      <td>0.167</td>\n",
       "      <td>21</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>137</td>\n",
       "      <td>40</td>\n",
       "      <td>35</td>\n",
       "      <td>168</td>\n",
       "      <td>43.1</td>\n",
       "      <td>2.288</td>\n",
       "      <td>33</td>\n",
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      "text/plain": [
       "   Pregnancies  Glucose  BloodPressure  SkinThickness  Insulin   BMI  \\\n",
       "0            6      148             72             35        0  33.6   \n",
       "1            1       85             66             29        0  26.6   \n",
       "2            8      183             64              0        0  23.3   \n",
       "3            1       89             66             23       94  28.1   \n",
       "4            0      137             40             35      168  43.1   \n",
       "\n",
       "   DiabetesPedigreeFunction  Age  Outcome  \n",
       "0                     0.627   50        1  \n",
       "1                     0.351   31        0  \n",
       "2                     0.672   32        1  \n",
       "3                     0.167   21        0  \n",
       "4                     2.288   33        1  "
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "bc0485da-e988-469c-89eb-fa1e6242616c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 768 entries, 0 to 767\n",
      "Data columns (total 9 columns):\n",
      " #   Column                    Non-Null Count  Dtype  \n",
      "---  ------                    --------------  -----  \n",
      " 0   Pregnancies               768 non-null    int64  \n",
      " 1   Glucose                   768 non-null    int64  \n",
      " 2   BloodPressure             768 non-null    int64  \n",
      " 3   SkinThickness             768 non-null    int64  \n",
      " 4   Insulin                   768 non-null    int64  \n",
      " 5   BMI                       768 non-null    float64\n",
      " 6   DiabetesPedigreeFunction  768 non-null    float64\n",
      " 7   Age                       768 non-null    int64  \n",
      " 8   Outcome                   768 non-null    int64  \n",
      "dtypes: float64(2), int64(7)\n",
      "memory usage: 54.1 KB\n"
     ]
    }
   ],
   "source": [
    "# Step 3\n",
    "df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "a17299ce-7a93-4ab7-9416-25ac3ec68044",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Pregnancies                 0\n",
       "Glucose                     0\n",
       "BloodPressure               0\n",
       "SkinThickness               0\n",
       "Insulin                     0\n",
       "BMI                         0\n",
       "DiabetesPedigreeFunction    0\n",
       "Age                         0\n",
       "Outcome                     0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Step 4\n",
    "df.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "36470157-0c06-4e25-a655-0540957a8464",
   "metadata": {},
   "outputs": [
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       "  <thead>\n",
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       "      <th></th>\n",
       "      <th>Pregnancies</th>\n",
       "      <th>Glucose</th>\n",
       "      <th>BloodPressure</th>\n",
       "      <th>SkinThickness</th>\n",
       "      <th>Insulin</th>\n",
       "      <th>BMI</th>\n",
       "      <th>DiabetesPedigreeFunction</th>\n",
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       "      <th>Outcome</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>768.000000</td>\n",
       "      <td>768.000000</td>\n",
       "      <td>768.000000</td>\n",
       "      <td>768.000000</td>\n",
       "      <td>768.000000</td>\n",
       "      <td>768.000000</td>\n",
       "      <td>768.000000</td>\n",
       "      <td>768.000000</td>\n",
       "      <td>768.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>3.845052</td>\n",
       "      <td>120.894531</td>\n",
       "      <td>69.105469</td>\n",
       "      <td>20.536458</td>\n",
       "      <td>79.799479</td>\n",
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       "      <td>0.471876</td>\n",
       "      <td>33.240885</td>\n",
       "      <td>0.348958</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>3.369578</td>\n",
       "      <td>31.972618</td>\n",
       "      <td>19.355807</td>\n",
       "      <td>15.952218</td>\n",
       "      <td>115.244002</td>\n",
       "      <td>7.884160</td>\n",
       "      <td>0.331329</td>\n",
       "      <td>11.760232</td>\n",
       "      <td>0.476951</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\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",
       "      <td>0.078000</td>\n",
       "      <td>21.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>99.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>27.300000</td>\n",
       "      <td>0.243750</td>\n",
       "      <td>24.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>3.000000</td>\n",
       "      <td>117.000000</td>\n",
       "      <td>72.000000</td>\n",
       "      <td>23.000000</td>\n",
       "      <td>30.500000</td>\n",
       "      <td>32.000000</td>\n",
       "      <td>0.372500</td>\n",
       "      <td>29.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>6.000000</td>\n",
       "      <td>140.250000</td>\n",
       "      <td>80.000000</td>\n",
       "      <td>32.000000</td>\n",
       "      <td>127.250000</td>\n",
       "      <td>36.600000</td>\n",
       "      <td>0.626250</td>\n",
       "      <td>41.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>17.000000</td>\n",
       "      <td>199.000000</td>\n",
       "      <td>122.000000</td>\n",
       "      <td>99.000000</td>\n",
       "      <td>846.000000</td>\n",
       "      <td>67.100000</td>\n",
       "      <td>2.420000</td>\n",
       "      <td>81.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
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      ],
      "text/plain": [
       "       Pregnancies     Glucose  BloodPressure  SkinThickness     Insulin  \\\n",
       "count   768.000000  768.000000     768.000000     768.000000  768.000000   \n",
       "mean      3.845052  120.894531      69.105469      20.536458   79.799479   \n",
       "std       3.369578   31.972618      19.355807      15.952218  115.244002   \n",
       "min       0.000000    0.000000       0.000000       0.000000    0.000000   \n",
       "25%       1.000000   99.000000      62.000000       0.000000    0.000000   \n",
       "50%       3.000000  117.000000      72.000000      23.000000   30.500000   \n",
       "75%       6.000000  140.250000      80.000000      32.000000  127.250000   \n",
       "max      17.000000  199.000000     122.000000      99.000000  846.000000   \n",
       "\n",
       "              BMI  DiabetesPedigreeFunction         Age     Outcome  \n",
       "count  768.000000                768.000000  768.000000  768.000000  \n",
       "mean    31.992578                  0.471876   33.240885    0.348958  \n",
       "std      7.884160                  0.331329   11.760232    0.476951  \n",
       "min      0.000000                  0.078000   21.000000    0.000000  \n",
       "25%     27.300000                  0.243750   24.000000    0.000000  \n",
       "50%     32.000000                  0.372500   29.000000    0.000000  \n",
       "75%     36.600000                  0.626250   41.000000    1.000000  \n",
       "max     67.100000                  2.420000   81.000000    1.000000  "
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Step 5\n",
    "# Statistical Analysis\n",
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "edc4c29d-727f-486a-be3d-7780bbd211ee",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 700x1700 with 9 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Step 6\n",
    "# Check the outliers \n",
    "# Box plot\n",
    "fig, axs = plt.subplots(9,1, figsize=(7,17))\n",
    "i = 0\n",
    "for col in df.columns:\n",
    "    axs[i].boxplot(df[col], vert=False)\n",
    "    axs[i].set_ylabel(col)\n",
    "    i+=1\n",
    "plt.show()\n",
    "\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "27e0ee11-c2d2-4659-bd0c-86b3687b99ea",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Step 7 \n",
    "# Drop the outliers\n",
    "\n",
    "clean_data = df.copy()  # Assuming df is the DataFrame containing the data\n",
    "\n",
    "for column in df.columns:\n",
    "    if column in ['SkinThickness','Outcome']: \n",
    "        continue\n",
    "    q1, q3 = np.percentile(clean_data[column], [25, 75])\n",
    "    iqr = q3 - q1\n",
    "    factor = 1.5\n",
    "    if column=='BloodPressure':\n",
    "        factor = 0.75\n",
    "    lower_bound = q1 - (factor * iqr)\n",
    "    upper_bound = q3 + (factor * iqr)\n",
    "    clean_data = clean_data[(clean_data[column] >= lower_bound) & (clean_data[column] <= upper_bound)]\n",
    "\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "8a92c2ab-0383-4b6c-ad95-3c7dd526e521",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#correlation\n",
    "\n",
    "sns.heatmap(df.corr(),annot =True, fmt= '.2f')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5d6bc628-7bcf-47c8-a3d5-d1b728d6ece4",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.11.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}