{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Groups of features\n",
    "\n",
    "Shapash allows the use of groups of features.  \n",
    "With groups of features you can regroup variables together and use the different functions of Shapash to analyze these groups.\n",
    "\n",
    "For example if your model uses a lot of features you may want to regroup features that share a common theme.  \n",
    "This way **you can visualize and compare the importance of these themes and how they are used by your model.** \n",
    "\n",
    "Contents of this tutorial:\n",
    "- Build a model\n",
    "- Contruct groups of features\n",
    "- Compile Shapash SmartExplainer with the groups\n",
    "- Start Shapash WebApp\n",
    "- Explore the functions of Shapash using groups\n",
    "- Use groups of features in production with SmartPredictor object\n",
    "\n",
    "Data from Kaggle [House Prices](https://www.kaggle.com/c/house-prices-advanced-regression-techniques/data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Motivation\n",
    "\n",
    "In this use case, we have a lot of features that describe the house very precisely.  \n",
    "\n",
    "However, when analyzing our model, **you may want to get more general insights of the themes that are most important in setting the price of a property**.  \n",
    "This way, rather than having to check the 6 features describing a garage, you can have a more general idea of how important the garage is by grouping these 6 features together. Shapash allows you to visualize the role of each group\n",
    "in the features importance plot.  \n",
    "\n",
    "Also, you may want to understand why your model predicted such an important price for a specific house. If many features describing the location of the house are contributing slightly more than usual to a higher price, **it may not be visible directly that the price is due to the location because of the number of features**. But grouping these variables together allows to easily understand a specific prediction. Shapash also allows you to group features together in local plots."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "from category_encoders import OrdinalEncoder\n",
    "from lightgbm import LGBMRegressor\n",
    "from sklearn.model_selection import train_test_split"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Building a supervized model "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Load House Prices data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from shapash.data.data_loader import data_loading\n",
    "house_df, house_dict = data_loading('house_prices')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "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>MSSubClass</th>\n",
       "      <th>MSZoning</th>\n",
       "      <th>LotArea</th>\n",
       "      <th>Street</th>\n",
       "      <th>LotShape</th>\n",
       "      <th>LandContour</th>\n",
       "      <th>Utilities</th>\n",
       "      <th>LotConfig</th>\n",
       "      <th>LandSlope</th>\n",
       "      <th>Neighborhood</th>\n",
       "      <th>...</th>\n",
       "      <th>EnclosedPorch</th>\n",
       "      <th>3SsnPorch</th>\n",
       "      <th>ScreenPorch</th>\n",
       "      <th>PoolArea</th>\n",
       "      <th>MiscVal</th>\n",
       "      <th>MoSold</th>\n",
       "      <th>YrSold</th>\n",
       "      <th>SaleType</th>\n",
       "      <th>SaleCondition</th>\n",
       "      <th>SalePrice</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Id</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2-Story 1946 &amp; Newer</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>8450</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Regular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Inside lot</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>College Creek</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>2008</td>\n",
       "      <td>Warranty Deed - Conventional</td>\n",
       "      <td>Normal Sale</td>\n",
       "      <td>208500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1-Story 1946 &amp; Newer All Styles</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>9600</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Regular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Frontage on 2 sides of property</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>Veenker</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>2007</td>\n",
       "      <td>Warranty Deed - Conventional</td>\n",
       "      <td>Normal Sale</td>\n",
       "      <td>181500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2-Story 1946 &amp; Newer</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>11250</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Slightly irregular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Inside lot</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>College Creek</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>9</td>\n",
       "      <td>2008</td>\n",
       "      <td>Warranty Deed - Conventional</td>\n",
       "      <td>Normal Sale</td>\n",
       "      <td>223500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2-Story 1945 &amp; Older</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>9550</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Slightly irregular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Corner lot</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>Crawford</td>\n",
       "      <td>...</td>\n",
       "      <td>272</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>2006</td>\n",
       "      <td>Warranty Deed - Conventional</td>\n",
       "      <td>Abnormal Sale</td>\n",
       "      <td>140000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2-Story 1946 &amp; Newer</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>14260</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Slightly irregular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Frontage on 2 sides of property</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>Northridge</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>12</td>\n",
       "      <td>2008</td>\n",
       "      <td>Warranty Deed - Conventional</td>\n",
       "      <td>Normal Sale</td>\n",
       "      <td>250000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 73 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                         MSSubClass                 MSZoning  LotArea Street  \\\n",
       "Id                                                                             \n",
       "1              2-Story 1946 & Newer  Residential Low Density     8450  Paved   \n",
       "2   1-Story 1946 & Newer All Styles  Residential Low Density     9600  Paved   \n",
       "3              2-Story 1946 & Newer  Residential Low Density    11250  Paved   \n",
       "4              2-Story 1945 & Older  Residential Low Density     9550  Paved   \n",
       "5              2-Story 1946 & Newer  Residential Low Density    14260  Paved   \n",
       "\n",
       "              LotShape      LandContour                         Utilities  \\\n",
       "Id                                                                          \n",
       "1              Regular  Near Flat/Level  All public Utilities (E,G,W,& S)   \n",
       "2              Regular  Near Flat/Level  All public Utilities (E,G,W,& S)   \n",
       "3   Slightly irregular  Near Flat/Level  All public Utilities (E,G,W,& S)   \n",
       "4   Slightly irregular  Near Flat/Level  All public Utilities (E,G,W,& S)   \n",
       "5   Slightly irregular  Near Flat/Level  All public Utilities (E,G,W,& S)   \n",
       "\n",
       "                          LotConfig     LandSlope   Neighborhood  ...  \\\n",
       "Id                                                                ...   \n",
       "1                        Inside lot  Gentle slope  College Creek  ...   \n",
       "2   Frontage on 2 sides of property  Gentle slope        Veenker  ...   \n",
       "3                        Inside lot  Gentle slope  College Creek  ...   \n",
       "4                        Corner lot  Gentle slope       Crawford  ...   \n",
       "5   Frontage on 2 sides of property  Gentle slope     Northridge  ...   \n",
       "\n",
       "   EnclosedPorch 3SsnPorch ScreenPorch PoolArea  MiscVal  MoSold  YrSold  \\\n",
       "Id                                                                         \n",
       "1              0         0           0        0        0       2    2008   \n",
       "2              0         0           0        0        0       5    2007   \n",
       "3              0         0           0        0        0       9    2008   \n",
       "4            272         0           0        0        0       2    2006   \n",
       "5              0         0           0        0        0      12    2008   \n",
       "\n",
       "                        SaleType  SaleCondition SalePrice  \n",
       "Id                                                         \n",
       "1   Warranty Deed - Conventional    Normal Sale    208500  \n",
       "2   Warranty Deed - Conventional    Normal Sale    181500  \n",
       "3   Warranty Deed - Conventional    Normal Sale    223500  \n",
       "4   Warranty Deed - Conventional  Abnormal Sale    140000  \n",
       "5   Warranty Deed - Conventional    Normal Sale    250000  \n",
       "\n",
       "[5 rows x 73 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "house_df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "y = house_df['SalePrice']\n",
    "X = house_df.drop('SalePrice', axis=1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Encoding Categorical Features "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "categorical_features = [col for col in X.columns if X[col].dtype == 'object']\n",
    "\n",
    "encoder = OrdinalEncoder(\n",
    "    cols=categorical_features,\n",
    "    handle_unknown='ignore',\n",
    "    return_df=True\n",
    ").fit(X)\n",
    "\n",
    "X = encoder.transform(X)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Train / Test Split"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train, X_test, y_train, y_test = train_test_split(X, y, train_size=0.75, random_state=1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Model fitting"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[LightGBM] [Info] Auto-choosing col-wise multi-threading, the overhead of testing was 0.001653 seconds.\n",
      "You can set `force_col_wise=true` to remove the overhead.\n",
      "[LightGBM] [Info] Total Bins 2986\n",
      "[LightGBM] [Info] Number of data points in the train set: 1095, number of used features: 66\n",
      "[LightGBM] [Info] Start training from score 182319.757078\n"
     ]
    }
   ],
   "source": [
    "regressor = LGBMRegressor(n_estimators=200).fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Construct groups of features"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "There are quite a lot of features used by the model and it can be hard to compare them.\n",
    "\n",
    "**We can regroup the features that share similarities in order to identify which topic is important.**\n",
    "\n",
    "In our example we constructed the following new groups :\n",
    "- `location`: features related to the location of the house\n",
    "- `size`: features that measure part of the house\n",
    "- `aspect`: features that evaluate the style of any part of the house \n",
    "- `condition`: features related to the quality of anything in the house \n",
    "- `configuration`: features about the general configuration / shape of the house\n",
    "- `equipment`: features that describe the equipment of the house (electricity, gas, heating...)\n",
    "- `garage`: features related to the garage (style, ...) \n",
    "- `sale`: features related to the sale of the house"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# We construct the groups as a dictionary of string keys and list of string values\n",
    "# All the features inside the list will belong to the same group\n",
    "features_groups = {\n",
    "    \"location\": [\"MSZoning\", \"Neighborhood\", \"Condition1\", \"Condition2\"],\n",
    "    \"size\": [\n",
    "        \"LotArea\",\n",
    "        \"MasVnrArea\",\n",
    "        \"BsmtQual\",\n",
    "        \"BsmtFinSF2\",\n",
    "        \"BsmtUnfSF\",\n",
    "        \"TotalBsmtSF\",\n",
    "        \"1stFlrSF\",\n",
    "        \"2ndFlrSF\",\n",
    "        \"GrLivArea\",\n",
    "        \"WoodDeckSF\",\n",
    "        \"OpenPorchSF\",\n",
    "        \"EnclosedPorch\",\n",
    "        \"3SsnPorch\",\n",
    "        \"ScreenPorch\",\n",
    "        \"PoolArea\",\n",
    "        \"BsmtFinSF1\"\n",
    "    ],\n",
    "    \"aspect\": [\n",
    "        \"LotShape\",\n",
    "        \"LandContour\",\n",
    "        \"RoofStyle\",\n",
    "        \"RoofMatl\",\n",
    "        \"Exterior1st\",\n",
    "        \"MasVnrType\",\n",
    "    ],\n",
    "    \"condition\": [\n",
    "        \"OverallQual\",\n",
    "        \"OverallCond\",\n",
    "        \"ExterQual\",\n",
    "        \"ExterCond\",\n",
    "        \"BsmtCond\",\n",
    "        \"BsmtFinType1\",\n",
    "        \"BsmtFinType2\",\n",
    "        \"HeatingQC\",\n",
    "        \"KitchenQual\"\n",
    "    ],\n",
    "    \"configuration\": [\"LotConfig\", \"LandSlope\", \"BldgType\", \"HouseStyle\"],\n",
    "    \"equipment\": [\"Heating\", \"CentralAir\", \"Electrical\"],\n",
    "    \"garage\": [\n",
    "        \"GarageType\",\n",
    "        \"GarageYrBlt\",\n",
    "        \"GarageFinish\",\n",
    "        \"GarageArea\",\n",
    "        \"GarageQual\",\n",
    "        \"GarageCond\",\n",
    "    ],\n",
    "    \"sale\": [\"SaleType\", \"SaleCondition\", \"MoSold\", \"YrSold\"]\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Optional : we can also give labels to groups names**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "groups_labels = {\n",
    "    'location': 'Location of the property',\n",
    "    'size' : 'Size of different elements in the house',\n",
    "    'aspect': 'Aspect of the house',\n",
    "    'condition': 'Quality of the materials and parts of the property',\n",
    "    'configuration': 'Configuration of the house',\n",
    "    'equipment': 'All equipments',\n",
    "    'garage': 'Garage group of features',\n",
    "    'sale': 'Sale information'\n",
    "}\n",
    "house_dict.update(groups_labels)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compile Shapash SmartExplainer object using groups"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "from shapash import SmartExplainer\n",
    "# optional parameter, specifies label for features and groups name\n",
    "xpl = SmartExplainer(\n",
    "    model=regressor,\n",
    "    preprocessing=encoder,\n",
    "    features_groups=features_groups,\n",
    "    features_dict=house_dict\n",
    ")  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "INFO: Shap explainer type - <shap.explainers._tree.TreeExplainer object at 0x7fcf441b0370>\n"
     ]
    }
   ],
   "source": [
    "xpl.compile(x=X_test,\n",
    "    y_target=y_test, # Optional: allows to display True Values vs Predicted Values\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Start WebApp"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can now start the webapp using the following cell.\n",
    "\n",
    "The groups of features are visible by default on the features importance plot.  \n",
    "You can disable the groups using the `groups` switch button.\n",
    "\n",
    "Also you can click on a group's bar to display the features importance of the features inside the group."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "app = xpl.run_app(title_story='House Prices')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Stop the WebApp after using it**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "app.kill()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Explore the functions of Shapash using groups"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Features importance plot"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Display the features importance plot that includes the groups and excludes the features inside each group**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xpl.plot.features_importance(selection=[259, 268])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Display the features importance plot of the features inside one group**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xpl.plot.features_importance(group_name='size')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Contribution plot"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Plot the shap values of each observation of a group of features**  \n",
    "The features values were projected on the x axis using t-SNE.  \n",
    "The values of the features (top 4 features only) can be visualized using the hover text."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xpl.plot.contribution_plot('size')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Local plot"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "By default, Shapash will display the groups in the local plot.\n",
    "\n",
    "You can directly see the impact of the different groups of features for the given observation. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "xpl.filter(max_contrib=8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xpl.plot.local_plot(index=629)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can also display the features without the groups using the following parameters :"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "xpl.filter(max_contrib=6, display_groups=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xpl.plot.local_plot(index=259, display_groups=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Use groups of features in production with SmartPredictor object"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "predictor = xpl.to_smartpredictor()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Create an imput and use add_input method of SmartPredictor object**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "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>MSSubClass</th>\n",
       "      <th>MSZoning</th>\n",
       "      <th>LotArea</th>\n",
       "      <th>Street</th>\n",
       "      <th>LotShape</th>\n",
       "      <th>LandContour</th>\n",
       "      <th>Utilities</th>\n",
       "      <th>LotConfig</th>\n",
       "      <th>LandSlope</th>\n",
       "      <th>Neighborhood</th>\n",
       "      <th>...</th>\n",
       "      <th>OpenPorchSF</th>\n",
       "      <th>EnclosedPorch</th>\n",
       "      <th>3SsnPorch</th>\n",
       "      <th>ScreenPorch</th>\n",
       "      <th>PoolArea</th>\n",
       "      <th>MiscVal</th>\n",
       "      <th>MoSold</th>\n",
       "      <th>YrSold</th>\n",
       "      <th>SaleType</th>\n",
       "      <th>SaleCondition</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Id</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>436</th>\n",
       "      <td>2-Story 1946 &amp; Newer</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>10667</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Moderately Irregular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Cul-de-sac</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>College Creek</td>\n",
       "      <td>...</td>\n",
       "      <td>61</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>4</td>\n",
       "      <td>2009</td>\n",
       "      <td>Contract Low Down payment and low interest</td>\n",
       "      <td>Normal Sale</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>901</th>\n",
       "      <td>1-Story 1946 &amp; Newer All Styles</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>7340</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Slightly irregular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Inside lot</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>North Ames</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>6</td>\n",
       "      <td>2007</td>\n",
       "      <td>Warranty Deed - Conventional</td>\n",
       "      <td>Normal Sale</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1355</th>\n",
       "      <td>2-Story 1946 &amp; Newer</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>10316</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Slightly irregular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Inside lot</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>College Creek</td>\n",
       "      <td>...</td>\n",
       "      <td>184</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>6</td>\n",
       "      <td>2008</td>\n",
       "      <td>Warranty Deed - Conventional</td>\n",
       "      <td>Normal Sale</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>244</th>\n",
       "      <td>2-Story PUD-1946 &amp; Newer</td>\n",
       "      <td>Residential Low Density</td>\n",
       "      <td>10762</td>\n",
       "      <td>Paved</td>\n",
       "      <td>Regular</td>\n",
       "      <td>Near Flat/Level</td>\n",
       "      <td>All public Utilities (E,G,W,&amp; S)</td>\n",
       "      <td>Corner lot</td>\n",
       "      <td>Gentle slope</td>\n",
       "      <td>Sawyer West</td>\n",
       "      <td>...</td>\n",
       "      <td>28</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>4</td>\n",
       "      <td>2009</td>\n",
       "      <td>Warranty Deed - Conventional</td>\n",
       "      <td>Normal Sale</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4 rows × 72 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                           MSSubClass                 MSZoning  LotArea  \\\n",
       "Id                                                                        \n",
       "436              2-Story 1946 & Newer  Residential Low Density    10667   \n",
       "901   1-Story 1946 & Newer All Styles  Residential Low Density     7340   \n",
       "1355             2-Story 1946 & Newer  Residential Low Density    10316   \n",
       "244          2-Story PUD-1946 & Newer  Residential Low Density    10762   \n",
       "\n",
       "     Street              LotShape      LandContour  \\\n",
       "Id                                                   \n",
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       "901   Paved    Slightly irregular  Near Flat/Level   \n",
       "1355  Paved    Slightly irregular  Near Flat/Level   \n",
       "244   Paved               Regular  Near Flat/Level   \n",
       "\n",
       "                             Utilities   LotConfig     LandSlope  \\\n",
       "Id                                                                 \n",
       "436   All public Utilities (E,G,W,& S)  Cul-de-sac  Gentle slope   \n",
       "901   All public Utilities (E,G,W,& S)  Inside lot  Gentle slope   \n",
       "1355  All public Utilities (E,G,W,& S)  Inside lot  Gentle slope   \n",
       "244   All public Utilities (E,G,W,& S)  Corner lot  Gentle slope   \n",
       "\n",
       "       Neighborhood  ... OpenPorchSF EnclosedPorch 3SsnPorch ScreenPorch  \\\n",
       "Id                   ...                                                   \n",
       "436   College Creek  ...          61             0         0           0   \n",
       "901      North Ames  ...           0             0         0           0   \n",
       "1355  College Creek  ...         184             0         0           0   \n",
       "244     Sawyer West  ...          28             0         0           0   \n",
       "\n",
       "      PoolArea  MiscVal  MoSold  YrSold  \\\n",
       "Id                                        \n",
       "436          0        0       4    2009   \n",
       "901          0        0       6    2007   \n",
       "1355         0        0       6    2008   \n",
       "244          0        0       4    2009   \n",
       "\n",
       "                                        SaleType SaleCondition  \n",
       "Id                                                              \n",
       "436   Contract Low Down payment and low interest   Normal Sale  \n",
       "901                 Warranty Deed - Conventional   Normal Sale  \n",
       "1355                Warranty Deed - Conventional   Normal Sale  \n",
       "244                 Warranty Deed - Conventional   Normal Sale  \n",
       "\n",
       "[4 rows x 72 columns]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample_input = house_df.sample(4).drop('SalePrice', axis=1)\n",
    "sample_input"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "INFO: Shap explainer type - <shap.explainers._tree.TreeExplainer object at 0x7fcf441b0370>\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/79461r/.conda/envs/keltarif_39/lib/python3.9/site-packages/category_encoders/ordinal.py:198: FutureWarning:\n",
      "\n",
      "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n",
      "\n"
     ]
    }
   ],
   "source": [
    "predictor.add_input(sample_input)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Get detailed explanability associated to the predictions on this input**  \n",
    "The contributions will contain the groups we created by default but you can replace the groups by their corresponding features using the `use_groups` parameter"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "INFO: Shap explainer type - <shap.explainers._tree.TreeExplainer object at 0x7fcf441b0370>\n"
     ]
    },
    {
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     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "predictor.detail_contributions()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
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     "output_type": "stream",
     "text": [
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       "Id                                                       \n",
       "436  -234.466291 -946.579780   85.185242      75.758931  \n",
       "901   637.739506  193.961044 -105.063845     159.386047  \n",
       "1355  233.357277  -70.085844 -164.508467      84.288395  \n",
       "244  -906.830783 -378.732127 -169.873709     592.843446  \n",
       "\n",
       "[4 rows x 73 columns]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Replace groups of features we created with their corresponding features contributions\n",
    "predictor.detail_contributions(use_groups=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Compute a summary of these contributions**  \n",
    "Configure the summary using the `modify_mask` method :"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "predictor.modify_mask(max_contrib=4)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The `summarize` method will contain the groups of features contributions and the `value_x` columns will contain all the values of the features of the corresponding group as a dict."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>ypred</th>\n",
       "      <th>feature_1</th>\n",
       "      <th>value_1</th>\n",
       "      <th>contribution_1</th>\n",
       "      <th>feature_2</th>\n",
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       "      <th>contribution_2</th>\n",
       "      <th>feature_3</th>\n",
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       "      <th>contribution_3</th>\n",
       "      <th>feature_4</th>\n",
       "      <th>value_4</th>\n",
       "      <th>contribution_4</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>436</th>\n",
       "      <td>204823.181059</td>\n",
       "      <td>Quality of the materials and parts of the prop...</td>\n",
       "      <td>{'Overall material and finish of the house': 7...</td>\n",
       "      <td>12166.952238</td>\n",
       "      <td>Size of different elements in the house</td>\n",
       "      <td>{'Lot size square feet': 10667.0, 'Masonry ven...</td>\n",
       "      <td>-7769.288367</td>\n",
       "      <td>Original construction date</td>\n",
       "      <td>1996</td>\n",
       "      <td>2967.425942</td>\n",
       "      <td>Aspect of the house</td>\n",
       "      <td>{'General shape of property': 3, 'Flatness of ...</td>\n",
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       "      <th>901</th>\n",
       "      <td>118236.106783</td>\n",
       "      <td>Size of different elements in the house</td>\n",
       "      <td>{'Lot size square feet': 7340.0, 'Masonry vene...</td>\n",
       "      <td>-31556.344341</td>\n",
       "      <td>Quality of the materials and parts of the prop...</td>\n",
       "      <td>{'Overall material and finish of the house': 4...</td>\n",
       "      <td>-31014.502704</td>\n",
       "      <td>Garage group of features</td>\n",
       "      <td>{'Garage location': 2.0, 'Year garage was buil...</td>\n",
       "      <td>3793.634968</td>\n",
       "      <td>Number of fireplaces</td>\n",
       "      <td>0</td>\n",
       "      <td>-1978.674665</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1355</th>\n",
       "      <td>235004.669339</td>\n",
       "      <td>Garage group of features</td>\n",
       "      <td>{'Garage location': 1.0, 'Year garage was buil...</td>\n",
       "      <td>16054.071349</td>\n",
       "      <td>Quality of the materials and parts of the prop...</td>\n",
       "      <td>{'Overall material and finish of the house': 7...</td>\n",
       "      <td>12375.80792</td>\n",
       "      <td>Size of different elements in the house</td>\n",
       "      <td>{'Lot size square feet': 10316.0, 'Masonry ven...</td>\n",
       "      <td>11574.270636</td>\n",
       "      <td>Building Class</td>\n",
       "      <td>2-Story 1946 &amp; Newer</td>\n",
       "      <td>2998.973867</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>244</th>\n",
       "      <td>122412.294643</td>\n",
       "      <td>Size of different elements in the house</td>\n",
       "      <td>{'Lot size square feet': 10762.0, 'Masonry ven...</td>\n",
       "      <td>-29962.16307</td>\n",
       "      <td>Quality of the materials and parts of the prop...</td>\n",
       "      <td>{'Overall material and finish of the house': 6...</td>\n",
       "      <td>-18221.657298</td>\n",
       "      <td>Garage group of features</td>\n",
       "      <td>{'Garage location': 1.0, 'Year garage was buil...</td>\n",
       "      <td>-7443.766684</td>\n",
       "      <td>Remodel date</td>\n",
       "      <td>1980</td>\n",
       "      <td>-2287.430112</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
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      ],
      "text/plain": [
       "              ypred                                          feature_1  \\\n",
       "436   204823.181059  Quality of the materials and parts of the prop...   \n",
       "901   118236.106783            Size of different elements in the house   \n",
       "1355  235004.669339                           Garage group of features   \n",
       "244   122412.294643            Size of different elements in the house   \n",
       "\n",
       "                                                value_1 contribution_1  \\\n",
       "436   {'Overall material and finish of the house': 7...   12166.952238   \n",
       "901   {'Lot size square feet': 7340.0, 'Masonry vene...  -31556.344341   \n",
       "1355  {'Garage location': 1.0, 'Year garage was buil...   16054.071349   \n",
       "244   {'Lot size square feet': 10762.0, 'Masonry ven...   -29962.16307   \n",
       "\n",
       "                                              feature_2  \\\n",
       "436             Size of different elements in the house   \n",
       "901   Quality of the materials and parts of the prop...   \n",
       "1355  Quality of the materials and parts of the prop...   \n",
       "244   Quality of the materials and parts of the prop...   \n",
       "\n",
       "                                                value_2 contribution_2  \\\n",
       "436   {'Lot size square feet': 10667.0, 'Masonry ven...   -7769.288367   \n",
       "901   {'Overall material and finish of the house': 4...  -31014.502704   \n",
       "1355  {'Overall material and finish of the house': 7...    12375.80792   \n",
       "244   {'Overall material and finish of the house': 6...  -18221.657298   \n",
       "\n",
       "                                    feature_3  \\\n",
       "436                Original construction date   \n",
       "901                  Garage group of features   \n",
       "1355  Size of different elements in the house   \n",
       "244                  Garage group of features   \n",
       "\n",
       "                                                value_3 contribution_3  \\\n",
       "436                                                1996    2967.425942   \n",
       "901   {'Garage location': 2.0, 'Year garage was buil...    3793.634968   \n",
       "1355  {'Lot size square feet': 10316.0, 'Masonry ven...   11574.270636   \n",
       "244   {'Garage location': 1.0, 'Year garage was buil...   -7443.766684   \n",
       "\n",
       "                 feature_4                                            value_4  \\\n",
       "436    Aspect of the house  {'General shape of property': 3, 'Flatness of ...   \n",
       "901   Number of fireplaces                                                  0   \n",
       "1355        Building Class                               2-Story 1946 & Newer   \n",
       "244           Remodel date                                               1980   \n",
       "\n",
       "     contribution_4  \n",
       "436     2521.394322  \n",
       "901    -1978.674665  \n",
       "1355    2998.973867  \n",
       "244    -2287.430112  "
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "predictor.summarize()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>ypred</th>\n",
       "      <th>feature_1</th>\n",
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       "    <tr>\n",
       "      <th>436</th>\n",
       "      <td>204823.181059</td>\n",
       "      <td>Overall material and finish of the house</td>\n",
       "      <td>7</td>\n",
       "      <td>8208.262746</td>\n",
       "      <td>Total square feet of basement area</td>\n",
       "      <td>799</td>\n",
       "      <td>-6415.71848</td>\n",
       "      <td>Original construction date</td>\n",
       "      <td>1996</td>\n",
       "      <td>2967.425942</td>\n",
       "      <td>General shape of property</td>\n",
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       "      <td>2552.768486</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>901</th>\n",
       "      <td>118236.106783</td>\n",
       "      <td>Overall material and finish of the house</td>\n",
       "      <td>4</td>\n",
       "      <td>-32815.241448</td>\n",
       "      <td>Ground living area square feet</td>\n",
       "      <td>858</td>\n",
       "      <td>-20828.532247</td>\n",
       "      <td>Total square feet of basement area</td>\n",
       "      <td>858</td>\n",
       "      <td>-5998.344197</td>\n",
       "      <td>Size of garage in square feet</td>\n",
       "      <td>684</td>\n",
       "      <td>4455.152029</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1355</th>\n",
       "      <td>235004.669339</td>\n",
       "      <td>Ground living area square feet</td>\n",
       "      <td>1865</td>\n",
       "      <td>21066.734064</td>\n",
       "      <td>Size of garage in square feet</td>\n",
       "      <td>839</td>\n",
       "      <td>16226.244604</td>\n",
       "      <td>Overall material and finish of the house</td>\n",
       "      <td>7</td>\n",
       "      <td>11732.738552</td>\n",
       "      <td>Total square feet of basement area</td>\n",
       "      <td>992</td>\n",
       "      <td>-6750.784976</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>244</th>\n",
       "      <td>122412.294643</td>\n",
       "      <td>Overall material and finish of the house</td>\n",
       "      <td>6</td>\n",
       "      <td>-16853.107942</td>\n",
       "      <td>Ground living area square feet</td>\n",
       "      <td>1217</td>\n",
       "      <td>-10930.60124</td>\n",
       "      <td>Total square feet of basement area</td>\n",
       "      <td>626</td>\n",
       "      <td>-8098.740953</td>\n",
       "      <td>Size of garage in square feet</td>\n",
       "      <td>288</td>\n",
       "      <td>-7579.75253</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              ypred                                 feature_1 value_1  \\\n",
       "436   204823.181059  Overall material and finish of the house       7   \n",
       "901   118236.106783  Overall material and finish of the house       4   \n",
       "1355  235004.669339            Ground living area square feet    1865   \n",
       "244   122412.294643  Overall material and finish of the house       6   \n",
       "\n",
       "     contribution_1                           feature_2 value_2  \\\n",
       "436     8208.262746  Total square feet of basement area     799   \n",
       "901   -32815.241448      Ground living area square feet     858   \n",
       "1355   21066.734064       Size of garage in square feet     839   \n",
       "244   -16853.107942      Ground living area square feet    1217   \n",
       "\n",
       "     contribution_2                                 feature_3 value_3  \\\n",
       "436     -6415.71848                Original construction date    1996   \n",
       "901   -20828.532247        Total square feet of basement area     858   \n",
       "1355   16226.244604  Overall material and finish of the house       7   \n",
       "244    -10930.60124        Total square feet of basement area     626   \n",
       "\n",
       "     contribution_3                           feature_4               value_4  \\\n",
       "436     2967.425942           General shape of property  Moderately Irregular   \n",
       "901    -5998.344197       Size of garage in square feet                   684   \n",
       "1355   11732.738552  Total square feet of basement area                   992   \n",
       "244    -8098.740953       Size of garage in square feet                   288   \n",
       "\n",
       "     contribution_4  \n",
       "436     2552.768486  \n",
       "901     4455.152029  \n",
       "1355   -6750.784976  \n",
       "244     -7579.75253  "
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Removes the groups of features in the summary and replace them with their corresponding features\n",
    "predictor.summarize(use_groups=False)"
   ]
  }
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