ch15.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "421ba2d5",
   "metadata": {},
   "source": [
    "# 15장 실제 데이터로 만들어 보는 모델"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "984677ae",
   "metadata": {},
   "source": [
    "[<img src=\"https://raw.githubusercontent.com/taehojo/taehojo.github.io/master/assets/images/linktocolab.png\" align=\"left\"/> ](https://colab.research.google.com/github/taehojo/deeplearning/blob/master/colab/ch15-colab.ipynb)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2e21b2a",
   "metadata": {},
   "source": [
    "## 데이터 파악하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "a3fbd7bd",
   "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>Id</th>\n",
       "      <th>MSSubClass</th>\n",
       "      <th>MSZoning</th>\n",
       "      <th>LotFrontage</th>\n",
       "      <th>LotArea</th>\n",
       "      <th>Street</th>\n",
       "      <th>Alley</th>\n",
       "      <th>LotShape</th>\n",
       "      <th>LandContour</th>\n",
       "      <th>Utilities</th>\n",
       "      <th>...</th>\n",
       "      <th>PoolArea</th>\n",
       "      <th>PoolQC</th>\n",
       "      <th>Fence</th>\n",
       "      <th>MiscFeature</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",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>60</td>\n",
       "      <td>RL</td>\n",
       "      <td>65.0</td>\n",
       "      <td>8450</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Reg</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>2008</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>208500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>20</td>\n",
       "      <td>RL</td>\n",
       "      <td>80.0</td>\n",
       "      <td>9600</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Reg</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>2007</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>181500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>60</td>\n",
       "      <td>RL</td>\n",
       "      <td>68.0</td>\n",
       "      <td>11250</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>IR1</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>9</td>\n",
       "      <td>2008</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>223500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>70</td>\n",
       "      <td>RL</td>\n",
       "      <td>60.0</td>\n",
       "      <td>9550</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>IR1</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>2006</td>\n",
       "      <td>WD</td>\n",
       "      <td>Abnorml</td>\n",
       "      <td>140000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>60</td>\n",
       "      <td>RL</td>\n",
       "      <td>84.0</td>\n",
       "      <td>14260</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>IR1</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>12</td>\n",
       "      <td>2008</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>250000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>1455</th>\n",
       "      <td>1456</td>\n",
       "      <td>60</td>\n",
       "      <td>RL</td>\n",
       "      <td>62.0</td>\n",
       "      <td>7917</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Reg</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>8</td>\n",
       "      <td>2007</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>175000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1456</th>\n",
       "      <td>1457</td>\n",
       "      <td>20</td>\n",
       "      <td>RL</td>\n",
       "      <td>85.0</td>\n",
       "      <td>13175</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Reg</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>MnPrv</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>2010</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>210000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1457</th>\n",
       "      <td>1458</td>\n",
       "      <td>70</td>\n",
       "      <td>RL</td>\n",
       "      <td>66.0</td>\n",
       "      <td>9042</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Reg</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>GdPrv</td>\n",
       "      <td>Shed</td>\n",
       "      <td>2500</td>\n",
       "      <td>5</td>\n",
       "      <td>2010</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>266500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1458</th>\n",
       "      <td>1459</td>\n",
       "      <td>20</td>\n",
       "      <td>RL</td>\n",
       "      <td>68.0</td>\n",
       "      <td>9717</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Reg</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>4</td>\n",
       "      <td>2010</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>142125</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1459</th>\n",
       "      <td>1460</td>\n",
       "      <td>20</td>\n",
       "      <td>RL</td>\n",
       "      <td>75.0</td>\n",
       "      <td>9937</td>\n",
       "      <td>Pave</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Reg</td>\n",
       "      <td>Lvl</td>\n",
       "      <td>AllPub</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>6</td>\n",
       "      <td>2008</td>\n",
       "      <td>WD</td>\n",
       "      <td>Normal</td>\n",
       "      <td>147500</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
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       "<p>1460 rows × 81 columns</p>\n",
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      ],
      "text/plain": [
       "        Id  MSSubClass MSZoning  LotFrontage  LotArea Street Alley LotShape  \\\n",
       "0        1          60       RL         65.0     8450   Pave   NaN      Reg   \n",
       "1        2          20       RL         80.0     9600   Pave   NaN      Reg   \n",
       "2        3          60       RL         68.0    11250   Pave   NaN      IR1   \n",
       "3        4          70       RL         60.0     9550   Pave   NaN      IR1   \n",
       "4        5          60       RL         84.0    14260   Pave   NaN      IR1   \n",
       "...    ...         ...      ...          ...      ...    ...   ...      ...   \n",
       "1455  1456          60       RL         62.0     7917   Pave   NaN      Reg   \n",
       "1456  1457          20       RL         85.0    13175   Pave   NaN      Reg   \n",
       "1457  1458          70       RL         66.0     9042   Pave   NaN      Reg   \n",
       "1458  1459          20       RL         68.0     9717   Pave   NaN      Reg   \n",
       "1459  1460          20       RL         75.0     9937   Pave   NaN      Reg   \n",
       "\n",
       "     LandContour Utilities  ... PoolArea PoolQC  Fence MiscFeature MiscVal  \\\n",
       "0            Lvl    AllPub  ...        0    NaN    NaN         NaN       0   \n",
       "1            Lvl    AllPub  ...        0    NaN    NaN         NaN       0   \n",
       "2            Lvl    AllPub  ...        0    NaN    NaN         NaN       0   \n",
       "3            Lvl    AllPub  ...        0    NaN    NaN         NaN       0   \n",
       "4            Lvl    AllPub  ...        0    NaN    NaN         NaN       0   \n",
       "...          ...       ...  ...      ...    ...    ...         ...     ...   \n",
       "1455         Lvl    AllPub  ...        0    NaN    NaN         NaN       0   \n",
       "1456         Lvl    AllPub  ...        0    NaN  MnPrv         NaN       0   \n",
       "1457         Lvl    AllPub  ...        0    NaN  GdPrv        Shed    2500   \n",
       "1458         Lvl    AllPub  ...        0    NaN    NaN         NaN       0   \n",
       "1459         Lvl    AllPub  ...        0    NaN    NaN         NaN       0   \n",
       "\n",
       "     MoSold YrSold  SaleType  SaleCondition  SalePrice  \n",
       "0         2   2008        WD         Normal     208500  \n",
       "1         5   2007        WD         Normal     181500  \n",
       "2         9   2008        WD         Normal     223500  \n",
       "3         2   2006        WD        Abnorml     140000  \n",
       "4        12   2008        WD         Normal     250000  \n",
       "...     ...    ...       ...            ...        ...  \n",
       "1455      8   2007        WD         Normal     175000  \n",
       "1456      2   2010        WD         Normal     210000  \n",
       "1457      5   2010        WD         Normal     266500  \n",
       "1458      4   2010        WD         Normal     142125  \n",
       "1459      6   2008        WD         Normal     147500  \n",
       "\n",
       "[1460 rows x 81 columns]"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from tensorflow.keras.models import Sequential\n",
    "from tensorflow.keras.layers import Dense\n",
    "from tensorflow.keras.callbacks import EarlyStopping, ModelCheckpoint\n",
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "\n",
    "#데이터를 불러 옵니다.\n",
    "df = pd.read_csv(\"./data/house_train.csv\")\n",
    "\n",
    "#데이터를 미리 살펴 보겠습니다. \n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "7d8b1b1a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-10-20T13:18:49.944977Z",
     "iopub.status.busy": "2020-10-20T13:18:49.943895Z",
     "iopub.status.idle": "2020-10-20T13:18:49.949118Z",
     "shell.execute_reply": "2020-10-20T13:18:49.948474Z"
    },
    "papermill": {
     "duration": 0.161622,
     "end_time": "2020-10-20T13:18:49.949248",
     "exception": false,
     "start_time": "2020-10-20T13:18:49.787626",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Id                 int64\n",
       "MSSubClass         int64\n",
       "MSZoning          object\n",
       "LotFrontage      float64\n",
       "LotArea            int64\n",
       "                  ...   \n",
       "MoSold             int64\n",
       "YrSold             int64\n",
       "SaleType          object\n",
       "SaleCondition     object\n",
       "SalePrice          int64\n",
       "Length: 81, dtype: object"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#데이터가 어떤 유형으로 이루어져 있는지 알아봅니다. \n",
    "df.dtypes"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad3ac4f2",
   "metadata": {},
   "source": [
    "## 2. 결측치, 카테고리 변수 처리하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "848bb0f8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-10-20T13:18:51.857986Z",
     "iopub.status.busy": "2020-10-20T13:18:51.856922Z",
     "iopub.status.idle": "2020-10-20T13:18:51.861097Z",
     "shell.execute_reply": "2020-10-20T13:18:51.861618Z"
    },
    "papermill": {
     "duration": 0.162495,
     "end_time": "2020-10-20T13:18:51.861791",
     "exception": false,
     "start_time": "2020-10-20T13:18:51.699296",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PoolQC          1453\n",
       "MiscFeature     1406\n",
       "Alley           1369\n",
       "Fence           1179\n",
       "FireplaceQu      690\n",
       "LotFrontage      259\n",
       "GarageYrBlt       81\n",
       "GarageCond        81\n",
       "GarageType        81\n",
       "GarageFinish      81\n",
       "GarageQual        81\n",
       "BsmtFinType2      38\n",
       "BsmtExposure      38\n",
       "BsmtQual          37\n",
       "BsmtCond          37\n",
       "BsmtFinType1      37\n",
       "MasVnrArea         8\n",
       "MasVnrType         8\n",
       "Electrical         1\n",
       "Id                 0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#속성별로 결측치가 몇 개인지 확인합니다.\n",
    "df.isnull().sum().sort_values(ascending=False).head(20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "8ae42b47",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Id</th>\n",
       "      <th>MSSubClass</th>\n",
       "      <th>LotFrontage</th>\n",
       "      <th>LotArea</th>\n",
       "      <th>OverallQual</th>\n",
       "      <th>OverallCond</th>\n",
       "      <th>YearBuilt</th>\n",
       "      <th>YearRemodAdd</th>\n",
       "      <th>MasVnrArea</th>\n",
       "      <th>BsmtFinSF1</th>\n",
       "      <th>...</th>\n",
       "      <th>SaleType_ConLw</th>\n",
       "      <th>SaleType_New</th>\n",
       "      <th>SaleType_Oth</th>\n",
       "      <th>SaleType_WD</th>\n",
       "      <th>SaleCondition_Abnorml</th>\n",
       "      <th>SaleCondition_AdjLand</th>\n",
       "      <th>SaleCondition_Alloca</th>\n",
       "      <th>SaleCondition_Family</th>\n",
       "      <th>SaleCondition_Normal</th>\n",
       "      <th>SaleCondition_Partial</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>1</td>\n",
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       "      <td>65.0</td>\n",
       "      <td>8450</td>\n",
       "      <td>7</td>\n",
       "      <td>5</td>\n",
       "      <td>2003</td>\n",
       "      <td>2003</td>\n",
       "      <td>196.0</td>\n",
       "      <td>706</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>20</td>\n",
       "      <td>80.0</td>\n",
       "      <td>9600</td>\n",
       "      <td>6</td>\n",
       "      <td>8</td>\n",
       "      <td>1976</td>\n",
       "      <td>1976</td>\n",
       "      <td>0.0</td>\n",
       "      <td>978</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>60</td>\n",
       "      <td>68.0</td>\n",
       "      <td>11250</td>\n",
       "      <td>7</td>\n",
       "      <td>5</td>\n",
       "      <td>2001</td>\n",
       "      <td>2002</td>\n",
       "      <td>162.0</td>\n",
       "      <td>486</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>70</td>\n",
       "      <td>60.0</td>\n",
       "      <td>9550</td>\n",
       "      <td>7</td>\n",
       "      <td>5</td>\n",
       "      <td>1915</td>\n",
       "      <td>1970</td>\n",
       "      <td>0.0</td>\n",
       "      <td>216</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>60</td>\n",
       "      <td>84.0</td>\n",
       "      <td>14260</td>\n",
       "      <td>8</td>\n",
       "      <td>5</td>\n",
       "      <td>2000</td>\n",
       "      <td>2000</td>\n",
       "      <td>350.0</td>\n",
       "      <td>655</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1455</th>\n",
       "      <td>1456</td>\n",
       "      <td>60</td>\n",
       "      <td>62.0</td>\n",
       "      <td>7917</td>\n",
       "      <td>6</td>\n",
       "      <td>5</td>\n",
       "      <td>1999</td>\n",
       "      <td>2000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1456</th>\n",
       "      <td>1457</td>\n",
       "      <td>20</td>\n",
       "      <td>85.0</td>\n",
       "      <td>13175</td>\n",
       "      <td>6</td>\n",
       "      <td>6</td>\n",
       "      <td>1978</td>\n",
       "      <td>1988</td>\n",
       "      <td>119.0</td>\n",
       "      <td>790</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1457</th>\n",
       "      <td>1458</td>\n",
       "      <td>70</td>\n",
       "      <td>66.0</td>\n",
       "      <td>9042</td>\n",
       "      <td>7</td>\n",
       "      <td>9</td>\n",
       "      <td>1941</td>\n",
       "      <td>2006</td>\n",
       "      <td>0.0</td>\n",
       "      <td>275</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1458</th>\n",
       "      <td>1459</td>\n",
       "      <td>20</td>\n",
       "      <td>68.0</td>\n",
       "      <td>9717</td>\n",
       "      <td>5</td>\n",
       "      <td>6</td>\n",
       "      <td>1950</td>\n",
       "      <td>1996</td>\n",
       "      <td>0.0</td>\n",
       "      <td>49</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1459</th>\n",
       "      <td>1460</td>\n",
       "      <td>20</td>\n",
       "      <td>75.0</td>\n",
       "      <td>9937</td>\n",
       "      <td>5</td>\n",
       "      <td>6</td>\n",
       "      <td>1965</td>\n",
       "      <td>1965</td>\n",
       "      <td>0.0</td>\n",
       "      <td>830</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1460 rows × 290 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        Id  MSSubClass  LotFrontage  LotArea  OverallQual  OverallCond  \\\n",
       "0        1          60         65.0     8450            7            5   \n",
       "1        2          20         80.0     9600            6            8   \n",
       "2        3          60         68.0    11250            7            5   \n",
       "3        4          70         60.0     9550            7            5   \n",
       "4        5          60         84.0    14260            8            5   \n",
       "...    ...         ...          ...      ...          ...          ...   \n",
       "1455  1456          60         62.0     7917            6            5   \n",
       "1456  1457          20         85.0    13175            6            6   \n",
       "1457  1458          70         66.0     9042            7            9   \n",
       "1458  1459          20         68.0     9717            5            6   \n",
       "1459  1460          20         75.0     9937            5            6   \n",
       "\n",
       "      YearBuilt  YearRemodAdd  MasVnrArea  BsmtFinSF1  ...  SaleType_ConLw  \\\n",
       "0          2003          2003       196.0         706  ...               0   \n",
       "1          1976          1976         0.0         978  ...               0   \n",
       "2          2001          2002       162.0         486  ...               0   \n",
       "3          1915          1970         0.0         216  ...               0   \n",
       "4          2000          2000       350.0         655  ...               0   \n",
       "...         ...           ...         ...         ...  ...             ...   \n",
       "1455       1999          2000         0.0           0  ...               0   \n",
       "1456       1978          1988       119.0         790  ...               0   \n",
       "1457       1941          2006         0.0         275  ...               0   \n",
       "1458       1950          1996         0.0          49  ...               0   \n",
       "1459       1965          1965         0.0         830  ...               0   \n",
       "\n",
       "      SaleType_New  SaleType_Oth  SaleType_WD  SaleCondition_Abnorml  \\\n",
       "0                0             0            1                      0   \n",
       "1                0             0            1                      0   \n",
       "2                0             0            1                      0   \n",
       "3                0             0            1                      1   \n",
       "4                0             0            1                      0   \n",
       "...            ...           ...          ...                    ...   \n",
       "1455             0             0            1                      0   \n",
       "1456             0             0            1                      0   \n",
       "1457             0             0            1                      0   \n",
       "1458             0             0            1                      0   \n",
       "1459             0             0            1                      0   \n",
       "\n",
       "      SaleCondition_AdjLand  SaleCondition_Alloca  SaleCondition_Family  \\\n",
       "0                         0                     0                     0   \n",
       "1                         0                     0                     0   \n",
       "2                         0                     0                     0   \n",
       "3                         0                     0                     0   \n",
       "4                         0                     0                     0   \n",
       "...                     ...                   ...                   ...   \n",
       "1455                      0                     0                     0   \n",
       "1456                      0                     0                     0   \n",
       "1457                      0                     0                     0   \n",
       "1458                      0                     0                     0   \n",
       "1459                      0                     0                     0   \n",
       "\n",
       "      SaleCondition_Normal  SaleCondition_Partial  \n",
       "0                        1                      0  \n",
       "1                        1                      0  \n",
       "2                        1                      0  \n",
       "3                        0                      0  \n",
       "4                        1                      0  \n",
       "...                    ...                    ...  \n",
       "1455                     1                      0  \n",
       "1456                     1                      0  \n",
       "1457                     1                      0  \n",
       "1458                     1                      0  \n",
       "1459                     1                      0  \n",
       "\n",
       "[1460 rows x 290 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#카테고리형 변수를 0과 1로 이루어진 변수로 바꾸어 줍니다.(12장 3절)\n",
    "df = pd.get_dummies(df)\n",
    "\n",
    "#결측치를 전체 칼럼의 평균으로 대체하여 채워줍니다. \n",
    "df = df.fillna(df.mean())\n",
    "\n",
    "#업데이트된 데이터프레임을 출력해 봅니다.\n",
    "df"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "32aff43c",
   "metadata": {},
   "source": [
    "## 3. 속성별 관련도 추출하기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "07d5037b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "SalePrice       1.000000\n",
       "OverallQual     0.790982\n",
       "GrLivArea       0.708624\n",
       "GarageCars      0.640409\n",
       "GarageArea      0.623431\n",
       "TotalBsmtSF     0.613581\n",
       "1stFlrSF        0.605852\n",
       "FullBath        0.560664\n",
       "BsmtQual_Ex     0.553105\n",
       "TotRmsAbvGrd    0.533723\n",
       "Name: SalePrice, dtype: float64"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#데이터 사이의 상관 관계를 저장합니다.\n",
    "df_corr=df.corr()\n",
    "\n",
    "#집 값과 관련이 큰 것부터 순서대로 저장합니다.\n",
    "df_corr_sort=df_corr.sort_values('SalePrice', ascending=False)\n",
    "\n",
    "#집 값과 관련도가 가장 큰 10개의 속성들을 출력합니다. \n",
    "df_corr_sort['SalePrice'].head(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "11f1bcfc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1080 with 42 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#집 값과 관련도가 가장 높은 속성들을 추출해서 상관도 그래프를 그려봅니다.\n",
    "cols=['SalePrice','OverallQual','GrLivArea','GarageCars','GarageArea','TotalBsmtSF']\n",
    "sns.pairplot(df[cols])\n",
    "plt.show();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c8cdf400",
   "metadata": {},
   "source": [
    "## 4. 주택 가격 예측 모델"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "50c63235",
   "metadata": {},
   "outputs": [],
   "source": [
    "#집 값을 제외한 나머지 열을 저장합니다. \n",
    "cols_train=['OverallQual','GrLivArea','GarageCars','GarageArea','TotalBsmtSF']\n",
    "X_train_pre = df[cols_train]\n",
    "\n",
    "#집 값을 저장합니다.\n",
    "y = df['SalePrice'].values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "34cee33d",
   "metadata": {},
   "outputs": [],
   "source": [
    "#전체의 80%를 학습셋으로, 20%를 테스트셋으로 지정합니다.\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_train_pre, y, test_size=0.2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7b6418e6",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Model: \"sequential\"\n",
      "_________________________________________________________________\n",
      "Layer (type)                 Output Shape              Param #   \n",
      "=================================================================\n",
      "dense (Dense)                (None, 10)                60        \n",
      "_________________________________________________________________\n",
      "dense_1 (Dense)              (None, 30)                330       \n",
      "_________________________________________________________________\n",
      "dense_2 (Dense)              (None, 40)                1240      \n",
      "_________________________________________________________________\n",
      "dense_3 (Dense)              (None, 1)                 41        \n",
      "=================================================================\n",
      "Total params: 1,671\n",
      "Trainable params: 1,671\n",
      "Non-trainable params: 0\n",
      "_________________________________________________________________\n",
      "Epoch 1/2000\n",
      "28/28 [==============================] - 0s 5ms/step - loss: 39256875008.0000 - val_loss: 38050066432.0000\n",
      "Epoch 2/2000\n",
      "28/28 [==============================] - 0s 2ms/step - loss: 38973657088.0000 - val_loss: 37643145216.0000\n",
      "Epoch 3/2000\n",
      "28/28 [==============================] - 0s 2ms/step - loss: 38286217216.0000 - val_loss: 36586713088.0000\n",
      "Epoch 4/2000\n",
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      "Epoch 130/2000\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "28/28 [==============================] - 0s 2ms/step - loss: 1948087168.0000 - val_loss: 2010243456.0000\n",
      "Epoch 131/2000\n",
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      "Epoch 138/2000\n",
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      "Epoch 139/2000\n",
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      "Epoch 140/2000\n",
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      "Epoch 141/2000\n",
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      "Epoch 142/2000\n",
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      "Epoch 143/2000\n",
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      "Epoch 144/2000\n",
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      "Epoch 145/2000\n",
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     ]
    }
   ],
   "source": [
    "#모델의 구조를 설정합니다.\n",
    "model = Sequential()\n",
    "model.add(Dense(10, input_dim=X_train.shape[1], activation='relu'))\n",
    "model.add(Dense(30, activation='relu'))\n",
    "model.add(Dense(40, activation='relu'))\n",
    "model.add(Dense(1))\n",
    "model.summary()\n",
    "\n",
    "#모델을 실행합니다.\n",
    "model.compile(optimizer ='adam', loss = 'mean_squared_error')\n",
    "\n",
    "# 20회 이상 결과가 향상되지 않으면 자동으로 중단되게끔 합니다.\n",
    "early_stopping_callback = EarlyStopping(monitor='val_loss', patience=20)\n",
    "\n",
    "# 모델의 이름을 정합니다.\n",
    "modelpath=\"./data/model/Ch15-house.hdf5\"\n",
    "\n",
    "# 최적화 모델을 업데이트하고 저장합니다.\n",
    "checkpointer = ModelCheckpoint(filepath=modelpath, monitor='val_loss', verbose=0, save_best_only=True)\n",
    "\n",
    "#실행 관련 설정을 하는 부분입니다. 전체의 20%를 검증셋으로 설정합니다. \n",
    "history = model.fit(X_train, y_train, validation_split=0.25, epochs=2000, batch_size=32, callbacks=[early_stopping_callback, checkpointer])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "ecc81a1d",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "실제가격: 262500.00, 예상가격: 240051.36\n",
      "실제가격: 78000.00, 예상가격: 118369.56\n",
      "실제가격: 181000.00, 예상가격: 184155.28\n",
      "실제가격: 118000.00, 예상가격: 130422.16\n",
      "실제가격: 142953.00, 예상가격: 178254.34\n",
      "실제가격: 189000.00, 예상가격: 238503.16\n",
      "실제가격: 185900.00, 예상가격: 178877.31\n",
      "실제가격: 264561.00, 예상가격: 229130.41\n",
      "실제가격: 157000.00, 예상가격: 170969.47\n",
      "실제가격: 205000.00, 예상가격: 199601.78\n",
      "실제가격: 109900.00, 예상가격: 97085.41\n",
      "실제가격: 173900.00, 예상가격: 176588.67\n",
      "실제가격: 97000.00, 예상가격: 78377.69\n",
      "실제가격: 237000.00, 예상가격: 210369.81\n",
      "실제가격: 192500.00, 예상가격: 201920.70\n",
      "실제가격: 212000.00, 예상가격: 199950.33\n",
      "실제가격: 80000.00, 예상가격: 95282.45\n",
      "실제가격: 180500.00, 예상가격: 203932.06\n",
      "실제가격: 135000.00, 예상가격: 229143.97\n",
      "실제가격: 197000.00, 예상가격: 177454.97\n",
      "실제가격: 227000.00, 예상가격: 248955.09\n",
      "실제가격: 180000.00, 예상가격: 154568.53\n",
      "실제가격: 381000.00, 예상가격: 328032.09\n",
      "실제가격: 127000.00, 예상가격: 116693.46\n",
      "실제가격: 485000.00, 예상가격: 357789.88\n"
     ]
    }
   ],
   "source": [
    "# 예측 값과 실제 값, 실행 번호가 들어갈 빈 리스트를 만듭니다.\n",
    "real_prices =[]\n",
    "pred_prices = []\n",
    "X_num = []\n",
    "\n",
    "# 25개의 샘플을 뽑아 실제 값, 예측 값을 출력해 봅니다. \n",
    "n_iter = 0\n",
    "Y_prediction = model.predict(X_test).flatten()\n",
    "for i in range(25):\n",
    "    real = y_test[i]\n",
    "    prediction = Y_prediction[i]\n",
    "    print(\"실제가격: {:.2f}, 예상가격: {:.2f}\".format(real, prediction))\n",
    "    real_prices.append(real)\n",
    "    pred_prices.append(prediction)\n",
    "    n_iter = n_iter + 1\n",
    "    X_num.append(n_iter)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "c2f4160a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#그래프를 통해 샘플로 뽑은 25개의 값을 비교해 봅니다.\n",
    "\n",
    "plt.plot(X_num, pred_prices, label='predicted price')\n",
    "plt.plot(X_num, real_prices, label='real price')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  }
 ],
 "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": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}