{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "329d05ab",
   "metadata": {},
   "source": [
    "# Lesson 15: Data wrangling demonstration\n",
    "\n",
    "This notebook demonstrates key data wrangling techniques for handling missing data and outliers.\n",
    "\n",
    "**1. Handling missing data**\n",
    "\n",
    "- **Mean imputation**: Replace missing values with the column mean\n",
    "- **Median imputation**: Replace missing values with the column median\n",
    "- **KNN imputation**: Use K-Nearest Neighbors to estimate missing values\n",
    "- **Iterative imputation**: Model each feature as a function of others (MICE algorithm)\n",
    "\n",
    "**2. Detecting outliers**\n",
    "\n",
    "- **IQR method**: Use interquartile range (Q3 - Q1) to identify outliers\n",
    "- **Z-score method**: Identify values more than 3 standard deviations from the mean\n",
    "- **Isolation Forest**: Machine learning algorithm that isolates anomalies\n",
    "- **Local Outlier Factor (LOF)**: Density-based method comparing local density to neighbors\n",
    "\n",
    "**3. Handling outliers**\n",
    "\n",
    "- **Removal**: Remove outlier observations from the dataset\n",
    "- **Capping (Winsorization)**: Replace outliers with boundary values (5th and 95th percentiles)\n",
    "- **Binning (Discretization)**: Convert continuous values into discrete bins\n",
    "- **Log transformation**: Apply logarithmic transformation to compress value range"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d0dd917a",
   "metadata": {},
   "source": [
    "## Setup\n",
    "\n",
    "### Imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e85ff7ed",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "\n",
    "from matplotlib.gridspec import GridSpec\n",
    "from scipy import stats\n",
    "from sklearn.ensemble import IsolationForest\n",
    "from sklearn.experimental import enable_iterative_imputer\n",
    "from sklearn.impute import KNNImputer, IterativeImputer\n",
    "from sklearn.neighbors import LocalOutlierFactor\n",
    "from sklearn.preprocessing import KBinsDiscretizer"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50d8e32f",
   "metadata": {},
   "source": [
    "### Load datasets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "f4509aa8",
   "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>MedInc</th>\n",
       "      <th>HouseAge</th>\n",
       "      <th>AveRooms</th>\n",
       "      <th>AveBedrms</th>\n",
       "      <th>Population</th>\n",
       "      <th>AveOccup</th>\n",
       "      <th>Latitude</th>\n",
       "      <th>Longitude</th>\n",
       "      <th>MedHouseVal</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>8.3252</td>\n",
       "      <td>41.0</td>\n",
       "      <td>6.984127</td>\n",
       "      <td>1.023810</td>\n",
       "      <td>322.0</td>\n",
       "      <td>2.555556</td>\n",
       "      <td>37.88</td>\n",
       "      <td>-122.23</td>\n",
       "      <td>4.526</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>8.3014</td>\n",
       "      <td>21.0</td>\n",
       "      <td>6.238137</td>\n",
       "      <td>0.971880</td>\n",
       "      <td>2401.0</td>\n",
       "      <td>2.109842</td>\n",
       "      <td>37.86</td>\n",
       "      <td>-122.22</td>\n",
       "      <td>3.585</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>7.2574</td>\n",
       "      <td>52.0</td>\n",
       "      <td>8.288136</td>\n",
       "      <td>1.073446</td>\n",
       "      <td>496.0</td>\n",
       "      <td>2.802260</td>\n",
       "      <td>37.85</td>\n",
       "      <td>NaN</td>\n",
       "      <td>3.521</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>5.6431</td>\n",
       "      <td>52.0</td>\n",
       "      <td>5.817352</td>\n",
       "      <td>1.073059</td>\n",
       "      <td>558.0</td>\n",
       "      <td>2.547945</td>\n",
       "      <td>37.85</td>\n",
       "      <td>-122.25</td>\n",
       "      <td>3.413</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>3.8462</td>\n",
       "      <td>52.0</td>\n",
       "      <td>6.281853</td>\n",
       "      <td>NaN</td>\n",
       "      <td>565.0</td>\n",
       "      <td>2.181467</td>\n",
       "      <td>37.85</td>\n",
       "      <td>NaN</td>\n",
       "      <td>3.422</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   MedInc  HouseAge  AveRooms  AveBedrms  Population  AveOccup  Latitude  \\\n",
       "0  8.3252      41.0  6.984127   1.023810       322.0  2.555556     37.88   \n",
       "1  8.3014      21.0  6.238137   0.971880      2401.0  2.109842     37.86   \n",
       "2  7.2574      52.0  8.288136   1.073446       496.0  2.802260     37.85   \n",
       "3  5.6431      52.0  5.817352   1.073059       558.0  2.547945     37.85   \n",
       "4  3.8462      52.0  6.281853        NaN       565.0  2.181467     37.85   \n",
       "\n",
       "   Longitude  MedHouseVal  \n",
       "0    -122.23        4.526  \n",
       "1    -122.22        3.585  \n",
       "2        NaN        3.521  \n",
       "3    -122.25        3.413  \n",
       "4        NaN        3.422  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_original = pd.read_csv('https://gperdrizet.github.io/FSA_devops/assets/data/unit2/california_housing.csv')\n",
    "df = pd.read_csv('https://gperdrizet.github.io/FSA_devops/assets/data/unit2/salted_housing_data.csv')\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "06ebc4e1",
   "metadata": {},
   "source": [
    "### Define features"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "1b80df69",
   "metadata": {},
   "outputs": [],
   "source": [
    "missing_feature = 'MedInc'\n",
    "outlier_feature = 'MedHouseVal'"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5932b256",
   "metadata": {},
   "source": [
    "## 1. Handling missing data\n",
    "\n",
    "We'll examine missing data in the `MedInc` (median income) feature and compare four imputation methods."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "07ee4e5d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.title(f'Distribution of {missing_feature}')\n",
    "\n",
    "plt.hist(df[missing_feature], bins=30, color='skyblue', edgecolor='black')\n",
    "plt.xlabel('Median Income (in 100k USD)')\n",
    "plt.ylabel('Frequency')\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38c0b777",
   "metadata": {},
   "source": [
    "### 1.1. Check for missing values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "295a9ef2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MedInc contains 1546 missing values.\n"
     ]
    }
   ],
   "source": [
    "print(f'{missing_feature} contains {df[missing_feature].isnull().sum()} missing values.')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d02cd573",
   "metadata": {},
   "source": [
    "### 1.2. Imputation methods\n",
    "\n",
    "#### Mean imputation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "48599e70",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean imputation value: 3.87\n"
     ]
    }
   ],
   "source": [
    "df_mean = df.copy()\n",
    "df_mean.fillna({missing_feature: df_mean[missing_feature].mean()}, inplace=True)\n",
    "\n",
    "print(f\"Mean imputation value: {df[missing_feature].mean():.2f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a526dc0",
   "metadata": {},
   "source": [
    "#### Median imputation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "dd9350db",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Median imputation value: 3.53\n"
     ]
    }
   ],
   "source": [
    "df_median = df.copy()\n",
    "df_median.fillna({missing_feature: df_median[missing_feature].median()}, inplace=True)\n",
    "\n",
    "print(f\"Median imputation value: {df[missing_feature].median():.2f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2a7e3ed5",
   "metadata": {},
   "source": [
    "#### KNN imputation\n",
    "\n",
    "Uses all features to find the 5 nearest neighbors and imputes missing values based on their feature values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "0cc8f61b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "KNN imputation uses 5 nearest neighbors across all 9 features\n"
     ]
    }
   ],
   "source": [
    "knn_imputer = KNNImputer(n_neighbors=5)\n",
    "df_knn_full = knn_imputer.fit_transform(df)\n",
    "\n",
    "# Extract the feature of interest\n",
    "df_knn = pd.DataFrame(\n",
    "    df_knn_full[:, df.columns.get_loc(missing_feature)],\n",
    "    columns=[missing_feature],\n",
    "    index=df.index\n",
    ")\n",
    "\n",
    "print(f\"KNN imputation uses 5 nearest neighbors across all {len(df.columns)} features\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4cfac6f1",
   "metadata": {},
   "source": [
    "#### Iterative imputation\n",
    "\n",
    "Models each feature as a function of others through multiple iterations, capturing multivariate relationships."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "4fb9ca92",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Iterative imputation models relationships across all 9 features\n"
     ]
    }
   ],
   "source": [
    "iterative_imputer = IterativeImputer(max_iter=10, random_state=42)\n",
    "df_iterative_full = iterative_imputer.fit_transform(df)\n",
    "\n",
    "# Extract the feature of interest\n",
    "df_iterative = pd.DataFrame(\n",
    "    df_iterative_full[:, df.columns.get_loc(missing_feature)],\n",
    "    columns=[missing_feature],\n",
    "    index=df.index\n",
    ")\n",
    "\n",
    "print(f\"Iterative imputation models relationships across all {len(df.columns)} features\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a43f328e",
   "metadata": {},
   "source": [
    "### 1.3. Compare imputation results\n",
    "\n",
    "Visualize how each imputation method affects the distribution of `MedInc`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "6da4a049",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 800x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2, 2, figsize=(8, 6))\n",
    "axes = axes.flatten()\n",
    "\n",
    "# Create KDE of original distribution\n",
    "kde_original = stats.gaussian_kde(df[missing_feature].dropna())\n",
    "x_range = np.linspace(df[missing_feature].min(), df[missing_feature].max(), 200)\n",
    "kde_values = kde_original(x_range)\n",
    "\n",
    "# Define imputation methods and their properties\n",
    "imputation_methods = [\n",
    "    {'data': df_mean, 'title': 'Mean Imputation', 'color': 'green', 'label': 'Mean Imputed'},\n",
    "    {'data': df_median, 'title': 'Median Imputation', 'color': 'orange', 'label': 'Median Imputed'},\n",
    "    {'data': df_knn, 'title': 'KNN Imputation', 'color': 'purple', 'label': 'KNN Imputed'},\n",
    "    {'data': df_iterative, 'title': 'Iterative Imputation', 'color': 'teal', 'label': 'Iterative Imputed'}\n",
    "]\n",
    "\n",
    "# Plot each imputation method\n",
    "for idx, method in enumerate(imputation_methods):\n",
    "    ax = axes[idx]\n",
    "    \n",
    "    ax.set_title(method['title'])\n",
    "    ax.hist(\n",
    "        method['data'][missing_feature],\n",
    "        bins=30, density=True,\n",
    "        edgecolor='black', color=method['color'],\n",
    "        label=method['label']\n",
    "    )\n",
    "    ax.plot(\n",
    "        x_range, kde_values,\n",
    "        'b-', linewidth=2.5,\n",
    "        label='Original Distribution'\n",
    "    )\n",
    "    ax.set_xlabel(missing_feature)\n",
    "    ax.set_ylabel('Density')\n",
    "    ax.legend(loc='upper right')\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4beaef73",
   "metadata": {},
   "source": [
    "## 2. Outlier detection methods\n",
    "\n",
    "This section demonstrates four common methods for detecting outliers:\n",
    "\n",
    "- **IQR method**: Use interquartile range (Q3 - Q1) to identify outliers\n",
    "- **Z-score method**: Identify values more than 3 standard deviations from the mean\n",
    "- **Isolation Forest**: Machine learning algorithm that isolates anomalies\n",
    "- **Local Outlier Factor (LOF)**: Density-based method comparing local density to neighbors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "b57db4d6",
   "metadata": {},
   "outputs": [],
   "source": [
    "outlier_feature = 'MedInc'"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "568edce9",
   "metadata": {},
   "source": [
    "### 2.1. Visualize feature distribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "3e11a9c2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 800x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 2, figsize=(8, 3))\n",
    "\n",
    "# Histogram\n",
    "axes[0].set_title(f'Distribution of {outlier_feature}')\n",
    "\n",
    "axes[0].hist(\n",
    "    df_original[outlier_feature],\n",
    "    bins=50,\n",
    "    color='skyblue',\n",
    "    edgecolor='black',\n",
    ")\n",
    "\n",
    "axes[0].set_xlabel('Median House Value ($100k)')\n",
    "axes[0].set_ylabel('Frequency')\n",
    "\n",
    "# Box plot\n",
    "axes[1].set_title(f'Box Plot of {outlier_feature}')\n",
    "\n",
    "axes[1].boxplot(\n",
    "    df_original[outlier_feature],\n",
    "    vert=True,\n",
    "    patch_artist=True,\n",
    "    boxprops=dict(facecolor='skyblue'),\n",
    "    medianprops=dict(color='black'),\n",
    "    flierprops=dict(marker='o', markerfacecolor='red', markersize=5)\n",
    ")\n",
    "\n",
    "axes[1].set_ylabel('Median House Value ($100k)')\n",
    "axes[0].set_xlabel('')\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7bfdc8d",
   "metadata": {},
   "source": [
    "### 2.2. IQR (interquartile range) method\n",
    "\n",
    "Defines outliers as values below Q1 - 1.5×IQR or above Q3 + 1.5×IQR."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "90c48ade",
   "metadata": {},
   "outputs": [],
   "source": [
    "def detect_outliers_iqr(data, column, multiplier=1.5):\n",
    "    \"\"\"\n",
    "    Detect outliers using the IQR method.\n",
    "    \n",
    "    Parameters:\n",
    "    - data: DataFrame\n",
    "    - column: column name to check for outliers\n",
    "    - multiplier: IQR multiplier (typically 1.5 for outliers, 3.0 for extreme outliers)\n",
    "    \n",
    "    Returns:\n",
    "    - Boolean series indicating outliers\n",
    "    \"\"\"\n",
    "\n",
    "    Q1 = data[column].quantile(0.25)\n",
    "    Q3 = data[column].quantile(0.75)\n",
    "    IQR = Q3 - Q1\n",
    "    \n",
    "    lower_bound = Q1 - multiplier * IQR\n",
    "    upper_bound = Q3 + multiplier * IQR\n",
    "    \n",
    "    outliers = (data[column] < lower_bound) | (data[column] > upper_bound)\n",
    "    \n",
    "    return outliers\n",
    "\n",
    "outliers_iqr = detect_outliers_iqr(df_original, outlier_feature)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7a7c2d1",
   "metadata": {},
   "source": [
    "### 2.3. Z-score method\n",
    "\n",
    "Identifies outliers as values with |z-score| > 3, meaning they are more than 3 standard deviations from the mean."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "eec7e7e1",
   "metadata": {},
   "outputs": [],
   "source": [
    "def detect_outliers_zscore(data, column, threshold=3):\n",
    "    \"\"\"\n",
    "    Detect outliers using the Z-Score method.\n",
    "    \n",
    "    Parameters:\n",
    "    - data: DataFrame\n",
    "    - column: column name to check for outliers\n",
    "    - threshold: z-score threshold (typically 3)\n",
    "    \n",
    "    Returns:\n",
    "    - Boolean series indicating outliers\n",
    "    \"\"\"\n",
    "\n",
    "    mean = data[column].mean()\n",
    "    std = data[column].std()\n",
    "    z_scores = np.abs((data[column] - mean) / std)\n",
    "    \n",
    "    outliers = z_scores > threshold\n",
    "    \n",
    "    return outliers\n",
    "\n",
    "outliers_zscore = detect_outliers_zscore(df_original, outlier_feature)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "671ec1f4",
   "metadata": {},
   "source": [
    "### 2.4. Isolation Forest\n",
    "\n",
    "Machine learning algorithm designed for anomaly detection that randomly partitions data to identify points that are quickly isolated."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "cc2ed431",
   "metadata": {},
   "outputs": [],
   "source": [
    "def detect_outliers_isolation_forest(data, column, contamination=0.05):\n",
    "    \"\"\"\n",
    "    Detect outliers using Isolation Forest.\n",
    "    \n",
    "    Parameters:\n",
    "    - data: DataFrame\n",
    "    - column: column name to check for outliers\n",
    "    - contamination: expected proportion of outliers (default 0.05 = 5%)\n",
    "    \n",
    "    Returns:\n",
    "    - Boolean series indicating outliers\n",
    "    \"\"\"\n",
    "    # Isolation Forest requires 2D array\n",
    "    X = data[[column]].values\n",
    "    \n",
    "    iso_forest = IsolationForest(contamination=contamination, random_state=42)\n",
    "    predictions = iso_forest.fit_predict(X)\n",
    "    \n",
    "    # Isolation Forest returns -1 for outliers, 1 for inliers\n",
    "    outliers = predictions == -1\n",
    "    \n",
    "    return outliers\n",
    "\n",
    "outliers_iforest = detect_outliers_isolation_forest(df_original, outlier_feature)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9e8f6a68",
   "metadata": {},
   "source": [
    "### 2.5. Local Outlier Factor (LOF)\n",
    "\n",
    "Identifies outliers by measuring local density deviation relative to neighbors. Points with substantially lower density than their neighbors are flagged as outliers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "29257b0e",
   "metadata": {},
   "outputs": [],
   "source": [
    "def detect_outliers_lof(data, column, n_neighbors=1000):\n",
    "    \"\"\"\n",
    "    Detect outliers using Local Outlier Factor.\n",
    "    \n",
    "    Parameters:\n",
    "    - data: DataFrame\n",
    "    - column: column name to check for outliers\n",
    "    - n_neighbors: number of neighbors to consider (default 1000)\n",
    "    \n",
    "    Returns:\n",
    "    - Boolean series indicating outliers\n",
    "    \"\"\"\n",
    "\n",
    "    # LOF requires 2D array\n",
    "    X = data[[column]].values\n",
    "    \n",
    "    lof = LocalOutlierFactor(n_neighbors=n_neighbors)\n",
    "    predictions = lof.fit_predict(X)\n",
    "    \n",
    "    # LOF returns -1 for outliers, 1 for inliers\n",
    "    outliers = predictions == -1\n",
    "\n",
    "    return outliers\n",
    "\n",
    "outliers_lof = detect_outliers_lof(df_original, outlier_feature)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "217fcfc3",
   "metadata": {},
   "source": [
    "### 2.6. Compare outlier detection methods\n",
    "\n",
    "Visualize how each method identifies outliers in the feature."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "898bf5de",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 800x1100 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Precompute 30 bins for consistent histogram display across all methods\n",
    "n_hist_bins = 30\n",
    "\n",
    "hist_bins = np.linspace(\n",
    "    df_original[outlier_feature].min(), \n",
    "    df_original[outlier_feature].max(), \n",
    "    n_hist_bins + 1\n",
    ")\n",
    "\n",
    "fig = plt.figure(figsize=(8, 11))\n",
    "gs = GridSpec(4, 2, figure=fig, width_ratios=[4, 1], hspace=0.4, wspace=0.05)\n",
    "fig.supylabel('Median House Value ($100k)')\n",
    "\n",
    "# Define detection methods\n",
    "detection_methods = [\n",
    "    {'outliers': outliers_iqr, 'title': 'IQR Method'},\n",
    "    {'outliers': outliers_zscore, 'title': 'Z-Score Method'},\n",
    "    {'outliers': outliers_iforest, 'title': 'Isolation Forest'},\n",
    "    {'outliers': outliers_lof, 'title': 'Local Outlier Factor'}\n",
    "]\n",
    "\n",
    "# Plot each detection method\n",
    "for idx, method in enumerate(detection_methods):\n",
    "    outliers = method['outliers']\n",
    "    \n",
    "    # Scatter plot\n",
    "    ax_scatter = fig.add_subplot(gs[idx, 0])\n",
    "    ax_scatter.set_title(f\"{method['title']}: {outliers.sum()} outliers detected\")\n",
    "    \n",
    "    ax_scatter.scatter(\n",
    "        df_original.index[~outliers],\n",
    "        df_original.loc[~outliers, outlier_feature], \n",
    "        c='teal', alpha=0.5, s=5\n",
    "    )\n",
    "    \n",
    "    ax_scatter.scatter(\n",
    "        df_original.index[outliers],\n",
    "        df_original.loc[outliers, outlier_feature], \n",
    "        c='orange', alpha=0.7 if idx == 3 else 1.0, s=5, label='Outliers'\n",
    "    )\n",
    "    \n",
    "    if idx == 3:  # Last plot gets x-label\n",
    "        ax_scatter.set_xlabel('Index')\n",
    "    ax_scatter.set_ylabel('')\n",
    "    ax_scatter.legend(loc='lower left', framealpha=1, markerscale=3)\n",
    "    \n",
    "    # Histogram\n",
    "    ax_hist = fig.add_subplot(gs[idx, 1], sharey=ax_scatter)\n",
    "    ax_hist.hist(\n",
    "        df_original.loc[~outliers, outlier_feature],\n",
    "        bins=hist_bins, orientation='horizontal', \n",
    "        color='teal', alpha=0.7, edgecolor='black'\n",
    "    )\n",
    "    \n",
    "    ax_hist.hist(\n",
    "        df_original.loc[outliers, outlier_feature],\n",
    "        bins=hist_bins, orientation='horizontal', \n",
    "        color='orange', edgecolor='black'\n",
    "    )\n",
    "    \n",
    "    ax_hist.tick_params(labelleft=False)\n",
    "    ax_hist.set_xlabel('Count', fontsize=10)\n",
    "\n",
    "plt.subplots_adjust(left=0.075)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c35ce299",
   "metadata": {},
   "source": [
    "## 3. Handling outliers\n",
    "\n",
    "Once outliers are detected, we must decide how to handle them. This section demonstrates four common approaches:\n",
    "\n",
    "- **Removal**: Remove outlier observations from the dataset\n",
    "- **Capping (Winsorization)**: Replace outliers with boundary values (5th and 95th percentiles)\n",
    "- **Binning (Discretization)**: Convert continuous values into discrete bins\n",
    "- **Log transformation**: Apply logarithmic transformation to compress value range"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "615e0b50",
   "metadata": {},
   "source": [
    "### 3.1. Removal\n",
    "\n",
    "Remove outliers identified by the IQR method from the dataset."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "2422e341",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Method 1: Remove outliers\n",
    "df_removed = df_original[~outliers_iqr].copy()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3bbc0cce",
   "metadata": {},
   "source": [
    "### 3.2. Capping (Winsorization)\n",
    "\n",
    "Cap outliers at the 5th and 95th percentiles, preserving sample size while limiting extreme values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "3750df6c",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Method 2: Cap outliers at percentiles\n",
    "lower_percentile = df_original[outlier_feature].quantile(0.05)\n",
    "upper_percentile = df_original[outlier_feature].quantile(0.95)\n",
    "\n",
    "df_capped = df_original.copy()\n",
    "df_capped[outlier_feature] = df_capped[outlier_feature].clip(lower=lower_percentile, upper=upper_percentile)\n",
    "\n",
    "# Count how many values were capped\n",
    "n_capped_lower = (df_original[outlier_feature] < lower_percentile).sum()\n",
    "n_capped_upper = (df_original[outlier_feature] > upper_percentile).sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ec34621",
   "metadata": {},
   "source": [
    "### 3.3. Binning (discretization)\n",
    "\n",
    "Convert continuous values into discrete quantile bins, reducing outlier impact by grouping extreme values with similar values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "46d579c1",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Method 3: Binning into 10 equal-width bins\n",
    "df_binned = df_original.copy()\n",
    "\n",
    "# Create equal-width bins using sklearn\n",
    "n_bins = 10\n",
    "kbd = KBinsDiscretizer(n_bins=n_bins, encode='ordinal', strategy='quantile', quantile_method='linear')\n",
    "\n",
    "# Fit and transform the data\n",
    "df_binned[f'{outlier_feature}_binned_numeric'] = kbd.fit_transform(\n",
    "    df_binned[[outlier_feature]]\n",
    ").astype(int) + 1  # Add 1 to start bins at 1 instead of 0\n",
    "\n",
    "# Extract bin edges for visualization\n",
    "bin_edges = kbd.bin_edges_[0]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e989a8ff",
   "metadata": {},
   "source": [
    "### 3.4. Log transformation\n",
    "\n",
    "Apply log(1 + x) transformation to compress the value range and reduce outlier impact."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "591202dd",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Method 4: Log transformation\n",
    "df_log = df_original.copy()\n",
    "\n",
    "# Apply log1p transformation (log(1 + x)) to handle zeros\n",
    "df_log[f'{outlier_feature}_log'] = np.log1p(df_log[outlier_feature])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "55b746f4",
   "metadata": {},
   "source": [
    "### 3.5. Compare outlier handling methods\n",
    "\n",
    "Visualize how each method affects the distribution of `MedHouseVal`, with the original distribution overlaid for comparison."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "455b8049",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 800x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2, 2, figsize=(8, 6))\n",
    "axes = axes.flatten()\n",
    "\n",
    "# Create KDE of original distribution with small bandwidth to preserve outlier spike\n",
    "kde_original = stats.gaussian_kde(df_original[outlier_feature].dropna(), bw_method=0.05)\n",
    "x_range = np.linspace(df_original[outlier_feature].min(), df_original[outlier_feature].max(), 300)\n",
    "kde_values = kde_original(x_range)\n",
    "\n",
    "# Create KDE for log-transformed original distribution\n",
    "kde_original_log = stats.gaussian_kde(np.log1p(df_original[outlier_feature].dropna()), bw_method=0.15)\n",
    "x_range_log = np.linspace(df_log[f'{outlier_feature}_log'].min(), df_log[f'{outlier_feature}_log'].max(), 300)\n",
    "kde_values_log = kde_original_log(x_range_log)\n",
    "\n",
    "# Define handling methods\n",
    "handling_methods = [\n",
    "    {'data': df_removed[outlier_feature], 'title': f'Method 1: Removal (n={len(df_removed)})', \n",
    "     'color': 'green', 'label': 'After Removal', 'bins': 30, \n",
    "     'x_range': x_range, 'kde_values': kde_values, 'xlabel': outlier_feature},\n",
    "    {'data': df_capped[outlier_feature], 'title': f'Method 2: Capping (n={len(df_capped)})', \n",
    "     'color': 'orange', 'label': 'After Capping', 'bins': 30,\n",
    "     'x_range': x_range, 'kde_values': kde_values, 'xlabel': outlier_feature},\n",
    "    {'data': df_binned[outlier_feature], 'title': f'Method 3: Binning (n={len(df_binned)}, {n_bins} bins)', \n",
    "     'color': 'purple', 'label': 'After Binning', 'bins': bin_edges,\n",
    "     'x_range': x_range, 'kde_values': kde_values, 'xlabel': outlier_feature},\n",
    "    {'data': df_log[f'{outlier_feature}_log'], 'title': f'Method 4: Log Transform (n={len(df_log)})', \n",
    "     'color': 'teal', 'label': 'After Log Transform', 'bins': 30,\n",
    "     'x_range': x_range_log, 'kde_values': kde_values_log, 'xlabel': f'log(1 + {outlier_feature})'}\n",
    "]\n",
    "\n",
    "# Plot each handling method\n",
    "for idx, method in enumerate(handling_methods):\n",
    "    ax = axes[idx]\n",
    "    \n",
    "    ax.set_title(method['title'])\n",
    "    ax.hist(\n",
    "        method['data'],\n",
    "        bins=method['bins'], edgecolor='black', color=method['color'],\n",
    "        density=True, label=method['label']\n",
    "    )\n",
    "    \n",
    "    ax.plot(\n",
    "        method['x_range'], method['kde_values'],\n",
    "        'b-', linewidth=2.5,\n",
    "        label='Original (log-transformed)' if idx == 3 else 'Original Distribution'\n",
    "    )\n",
    "    \n",
    "    ax.set_xlabel(method['xlabel'])\n",
    "    ax.set_ylabel('Density')\n",
    "    ax.legend(loc='upper right', framealpha=1, markerscale=3)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
