taxI_demand_forecasting.ipynb

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   "source": [
    "<h1>Содержание<span class=\"tocSkip\"></span></h1>\n",
    "<div class=\"toc\"><ul class=\"toc-item\"><li><span><a href=\"#Подготовка\" data-toc-modified-id=\"Подготовка-1\"><span class=\"toc-item-num\">1&nbsp;&nbsp;</span>Подготовка</a></span></li><li><span><a href=\"#Анализ\" data-toc-modified-id=\"Анализ-2\"><span class=\"toc-item-num\">2&nbsp;&nbsp;</span>Анализ</a></span></li><li><span><a href=\"#Обучение\" data-toc-modified-id=\"Обучение-3\"><span class=\"toc-item-num\">3&nbsp;&nbsp;</span>Обучение</a></span><ul class=\"toc-item\"><li><span><a href=\"#Линейная-регрессия\" data-toc-modified-id=\"Линейная-регрессия-3.1\"><span class=\"toc-item-num\">3.1&nbsp;&nbsp;</span>Линейная регрессия</a></span></li><li><span><a href=\"#Случайный-лес-в-регрессии\" data-toc-modified-id=\"Случайный-лес-в-регрессии-3.2\"><span class=\"toc-item-num\">3.2&nbsp;&nbsp;</span>Случайный лес в регрессии</a></span></li><li><span><a href=\"#Catboost\" data-toc-modified-id=\"Catboost-3.3\"><span class=\"toc-item-num\">3.3&nbsp;&nbsp;</span>Catboost</a></span></li></ul></li><li><span><a href=\"#Тестирование\" data-toc-modified-id=\"Тестирование-4\"><span class=\"toc-item-num\">4&nbsp;&nbsp;</span>Тестирование</a></span><ul class=\"toc-item\"><li><span><a href=\"#Общий-вывод\" data-toc-modified-id=\"Общий-вывод-4.1\"><span class=\"toc-item-num\">4.1&nbsp;&nbsp;</span>Общий вывод</a></span>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#  Описание проекта"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Компания «Чётенькое такси» собрала исторические данные о заказах такси в аэропортах. Чтобы привлекать больше водителей в период пиковой нагрузки, нужно спрогнозировать количество заказов такси на следующий час. Необходимо построить модель для такого предсказания.\n",
    "\n",
    "При этом  *RMSE* на тестовой выборке должно быть не больше 48."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Подготовка"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Импортируем все библиотеки, необходимые для работы:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "from statsmodels.tsa.seasonal import seasonal_decompose\n",
    "from sklearn.metrics import mean_squared_error\n",
    "from sklearn.linear_model import LinearRegression\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.tree import DecisionTreeRegressor\n",
    "from sklearn.ensemble import RandomForestRegressor\n",
    "from sklearn.preprocessing import  StandardScaler \n",
    "from catboost import Pool, CatBoostRegressor\n",
    "from statsmodels.tsa.stattools import adfuller\n",
    "from sklearn.model_selection import GridSearchCV\n",
    "from sklearn.model_selection import TimeSeriesSplit"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Сохраним в переменную data данные из csv-файла:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "data = pd.read_csv('/datasets/taxi.csv', index_col=[0], parse_dates=[0])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Просмотрим общую информацию о данных с помощью метода `info()`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "DatetimeIndex: 26496 entries, 2018-03-01 00:00:00 to 2018-08-31 23:50:00\n",
      "Data columns (total 1 columns):\n",
      " #   Column      Non-Null Count  Dtype\n",
      "---  ------      --------------  -----\n",
      " 0   num_orders  26496 non-null  int64\n",
      "dtypes: int64(1)\n",
      "memory usage: 414.0 KB\n"
     ]
    }
   ],
   "source": [
    "data.info()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Отсортируем таблицу по индексу с помощью метода sort_index():"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "data = data.sort_index()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Выведем таблицу на экран:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>num_orders</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>datetime</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2018-03-01 00:00:00</th>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-03-01 00:10:00</th>\n",
       "      <td>14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-03-01 00:20:00</th>\n",
       "      <td>28</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-03-01 00:30:00</th>\n",
       "      <td>20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-03-01 00:40:00</th>\n",
       "      <td>32</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>2018-08-31 23:10:00</th>\n",
       "      <td>32</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-08-31 23:20:00</th>\n",
       "      <td>24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-08-31 23:30:00</th>\n",
       "      <td>27</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-08-31 23:40:00</th>\n",
       "      <td>39</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-08-31 23:50:00</th>\n",
       "      <td>53</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>26496 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                     num_orders\n",
       "datetime                       \n",
       "2018-03-01 00:00:00           9\n",
       "2018-03-01 00:10:00          14\n",
       "2018-03-01 00:20:00          28\n",
       "2018-03-01 00:30:00          20\n",
       "2018-03-01 00:40:00          32\n",
       "...                         ...\n",
       "2018-08-31 23:10:00          32\n",
       "2018-08-31 23:20:00          24\n",
       "2018-08-31 23:30:00          27\n",
       "2018-08-31 23:40:00          39\n",
       "2018-08-31 23:50:00          53\n",
       "\n",
       "[26496 rows x 1 columns]"
      ]
     },
     "execution_count": 5,
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     "output_type": "execute_result"
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   ],
   "source": [
    "data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Как видим, индексы установлены корректно, сортировка выполнена успешно. Помимо этого можно заметить, что в нашей таблице находятся данные за полгода: от 1 марта 2018 года до 31 августа 2018 года."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Проверим, в хронологическом ли порядке расположены даты и время. Для этого используем атрибут индекса таблицы is_monotonic:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.index.is_monotonic"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Атрибут вернул `True`, значит порядок соблюдён."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Выполним ресемплирование. В качестве интервала зададим 1 час, а в качестве агрегированного значения - сумму:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = data.resample('1H').sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Проверим, как сработало ресемплирование. Для этого выведем первые 5 строк полученной таблицы:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>num_orders</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>datetime</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2018-03-01 00:00:00</th>\n",
       "      <td>124</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-03-01 01:00:00</th>\n",
       "      <td>85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-03-01 02:00:00</th>\n",
       "      <td>71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-03-01 03:00:00</th>\n",
       "      <td>66</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-03-01 04:00:00</th>\n",
       "      <td>43</td>\n",
       "    </tr>\n",
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      ],
      "text/plain": [
       "                     num_orders\n",
       "datetime                       \n",
       "2018-03-01 00:00:00         124\n",
       "2018-03-01 01:00:00          85\n",
       "2018-03-01 02:00:00          71\n",
       "2018-03-01 03:00:00          66\n",
       "2018-03-01 04:00:00          43"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Анализ"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Проанализируем полученные данные. Для этого построим график количества заказов:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data['rolling_mean_week'] = data.rolling(168).mean()\n",
    "data.plot(figsize = (15,4), title = 'Количество заказов по часам и скользящее среднее за неделю ')\n",
    "data = data.drop('rolling_mean_week', axis=1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Так как ближе к концу графика мы видим небольшой восходящий тренд, то проверим наш временной ряд на стационарность при помощи обобщенного теста Дикки-Фуллера:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "adf: -10.891452237749158\n",
      "p-value 4.0549397892403547e-17\n",
      "critical values: {'1%': -4.373775161444573, '5%': -3.8337377543683258, '10%': -3.554095038926073}\n",
      "единичных корней нет, ряд стационарен\n"
     ]
    }
   ],
   "source": [
    "from statsmodels.tsa.stattools import adfuller\n",
    "\n",
    "st_test = adfuller(data['num_orders'], regression='ctt')\n",
    "print('adf:', st_test[0])\n",
    "print('p-value', st_test[1])\n",
    "print('critical values:', st_test[4])\n",
    "if st_test[0] > st_test[4]['5%']:\n",
    "    print('есть единичные корни, ряд не стационарен')\n",
    "else:\n",
    "    print('единичных корней нет, ряд стационарен')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "По результатам теста наш временной ряд стационарен."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Для того, чтобы лучше проанализировать данные, воспользуемся функцией `seasonal_decompose()` из модуля `tsa.seasonal` библиотеки `statsmodels`. С помощью нее мы разложим временной ряд на три составляющие: тренд, сезонность и остаток:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "decomposed = seasonal_decompose(data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Выведем графики тренда, сезонности и остатка:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x864 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(6, 12))\n",
    "plt.subplot(311)\n",
    "decomposed.trend.plot(ax=plt.gca())\n",
    "plt.title('Trend')\n",
    "plt.subplot(312)\n",
    "decomposed.seasonal.plot(ax=plt.gca())\n",
    "plt.title('Seasonality')\n",
    "plt.subplot(313)\n",
    "decomposed.resid.plot(ax=plt.gca())\n",
    "plt.title('Residuals')\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Что касается тренда, то из графика видно, что общее количество заказов такси увеличивается. Остатки (Residiuals) необъяснимы. А сезонность разберем подробнее. Для этого выведем ее отдельно для отрезка в 15 дней. Возьмем  период с 1 по 15 марта:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "decomposed.seasonal['2018-03-01':'2018-03-15'].plot(figsize = (15,4), title='График суточной сезонности в период с 1 по 15 марта 2018 года')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Как видим, для графика сезонности характерно ежедневное наличие 3 пиков. Так как мы исследуем изменение количества заказов такси по часам, то выведем график сезонности подробнее, а именно для периода в 2 дня - с 1 по 2 марта:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "decomposed.seasonal['2018-03-01':'2018-03-02'].plot(figsize = (15,4), title='График суточной сезонности в период с 1 по 2 марта 2018 года')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Исходя из графика можно сделать следующие выводы:\n",
    "1) Абсолютный минимум заказов в 6 утра\n",
    "\n",
    "2) С 8 до 10 утра наблюдается утренний пик (возможная причина: люди вызывают такси, чтобы не ехать с чемоданами в общественном транспорте в час-пик )\n",
    "\n",
    "3) Второй пик приходится на 15-17 часов (аналогично предыдущему пункту)\n",
    "\n",
    "4) Третий пик наблюдается в вечернее время с 22 до 01 часов. Это можно объяснить тем, что, вероятно, люди  не могут воспользоваться общественным транспортом (уже не ходит в это время), поэтому вызывают такси."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Теперь исследуем недельную сезонность. Для этого ресемплируем датасет по дням, а затем выведем график сезонности в период с 1 по 31 марта 2018 года"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "decomposed = seasonal_decompose(data.resample('1D').sum())\n",
    "decomposed.seasonal['2018-03-01':'2018-03-31'].plot(figsize = (15,4), title='График недельной сезонности за март 2018 года')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Исходя из графика можно сделать следующие выводы:\n",
    "\n",
    "* Есть четко выраженная недельная сезонность.\n",
    "\n",
    "* Минимум заказов приходится на вторники и воскресенья\n",
    "\n",
    "* Максимальное количество заказов происходит в понедельники и пятницы"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Обучение"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "В нашей таблице всего 1 столбец - количество заказов. Для того, чтобы обучить модели нам надо создать дополнительные признаки. Для этого напишем функцию make_features().\n",
    "\n",
    "* Календарные признаки. Так как в нашей таблице содержатся только данные за пол года, то выделим следующие признаки: день недели, часы\n",
    "\n",
    "* Предыдущие значения. Cоздадим столбцы с отстающими значениями с максимальным размером отставания в 5 часов.\n",
    "\n",
    "* Cкользящее среднее. Ранее мы выяснили, что пики заказов приходятся на промежутки по 2-4 часа. Поэтому зададим ширину окна в 3 часа. Помимо этого создадим скользящее среднее по дням (24 часа) и за 3 дня, так как ранее мы выявили недельную сезонность.\n",
    "\n",
    "На вход функцию make_features() будет принимать последовательно датасет, размер максимального отставания, ширину окна для скользящего среднего.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "def make_features(data, max_lag, rolling_mean_size):\n",
    "\n",
    "    data['dayofweek'] = data.index.dayofweek\n",
    "    data['hour'] = data.index.hour\n",
    "    \n",
    "    for lag in range(1, max_lag + 1):\n",
    "        data['lag_{}'.format(lag)] = data['num_orders'].shift(lag)\n",
    "\n",
    "    data['rolling_mean'] = data['num_orders'].shift().rolling(rolling_mean_size).mean()\n",
    "    data['rolling_mean_2'] = data['num_orders'].shift().rolling(24).mean()#скользящее среднее за сутки\n",
    "    data['rolling_mean_3'] = data['num_orders'].shift().rolling(72).mean()#скользящее среднее за 3 суток\n",
    "\n",
    "\n",
    "make_features(data, 5, 3)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Удалим строки, содержащие пропуски:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "data = data.dropna()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "В качестве дополнительного признака создадим столбец, который будет содержать разницу между количеством заказов в предыдущий и предшествующий тому часы:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "scrolled": false
   },
   "outputs": [],
   "source": [
    "data['lag_1-lag_2'] = data['lag_1']-data['lag_2']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Прежде чем обучать модели нам надо разбить датасет на обучающую и тестовую выборки. При этом размер тестовой выборки должен составлять 10% от всей. Целевой признак - столбец 'num_orders':"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "train, test = train_test_split(data, shuffle=False, test_size=0.1)\n",
    "\n",
    "features_train = train.drop('num_orders', axis=1)\n",
    "target_train = train['num_orders']\n",
    "\n",
    "features_test = test.drop('num_orders', axis=1)\n",
    "target_test = test['num_orders']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Линейная регрессия"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Первой обучим модель линейной регрессии.\n",
    "\n",
    "Для подбора параметров будем использовать GridSearchCV, а для кросс-валидации на временных рядах TimeSeriesSplit.\n",
    "В качестве параметров зададим normalize и fit_intercept:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'fit_intercept': False, 'normalize': True}"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "parametrs = {'normalize': [True, False],\n",
    "            'fit_intercept': [True, False]}\n",
    "\n",
    "             \n",
    "linear = LinearRegression()\n",
    "tscv = TimeSeriesSplit(n_splits=10)\n",
    "grid = GridSearchCV(linear, parametrs, cv=tscv, scoring= 'neg_root_mean_squared_error')\n",
    "grid.fit(features_train, target_train)\n",
    "grid.best_params_"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Выведем лучшее значение RMSE c помощью атрибута best_score_:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "-31.04345413206618"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid.best_score_"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Таким образом минимум RMSE равный 31.04 достигается при normalize=True и fit_intercept=False."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Случайный лес в регрессии"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Далее обучим модель случайного леса в регрессии - RandomForestRegressor(). В качестве изменяемого гиперпараметра выберем n_estimators. Диапазон значений - от 1 до 8 включительно:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'n_estimators': 9}"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "parametrs = {'n_estimators': range(1, 10)}\n",
    "\n",
    "             \n",
    "random_forest = RandomForestRegressor(random_state=12345)\n",
    "tscv = TimeSeriesSplit(n_splits=10)\n",
    "grid = GridSearchCV(random_forest, parametrs, cv=tscv, scoring= 'neg_root_mean_squared_error')\n",
    "grid.fit(features_train, target_train)\n",
    "grid.best_params_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "-25.091856831404776"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid.best_score_"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Как видим, минимум RMSE равный 25.09 достигается при n_estimators=9."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Catboost"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Далее перейдем к модели градиентного бустинга из библиотеки Catboost - CatBoostRegressor(). Исследуем параметры iterations (максимальное количество деревьев, которые могут быть построены при решении) и  depth (глубина дерева):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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     ]
    },
    {
     "data": {
      "text/plain": [
       "{'depth': 4, 'iterations': 8}"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "parametrs = {'depth': range(1, 10),\n",
    "            'iterations': range(1,9) }\n",
    "\n",
    "             \n",
    "catboost = CatBoostRegressor(random_state=12345, learning_rate=1)\n",
    "train_pool = Pool(features_train, target_train)\n",
    "tscv = TimeSeriesSplit(n_splits=10)\n",
    "grid = GridSearchCV(catboost, parametrs, cv=tscv, scoring= 'neg_root_mean_squared_error')\n",
    "grid.fit(features_train, target_train)\n",
    "grid.best_params_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "-26.404168340672083"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid.best_score_"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "После перебора всех параметров видно, что минимум RMSE равный 26.40 достигается при depth=4, iterations=8."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Оформим результаты работы моделей в виде сравнительной таблицы:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "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>model</th>\n",
       "      <th>best_rmse_score</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>LinearRegression</td>\n",
       "      <td>31.04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>RandomForestRegressor</td>\n",
       "      <td>25.09</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>CatBoostRegressor</td>\n",
       "      <td>26.40</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                   model  best_rmse_score\n",
       "0       LinearRegression            31.04\n",
       "1  RandomForestRegressor            25.09\n",
       "2      CatBoostRegressor            26.40"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cols = ['model', 'best_rmse_score']\n",
    "model_data = [['LinearRegression', 31.04],\n",
    "             ['RandomForestRegressor', 25.09],\n",
    "             ['CatBoostRegressor', 26.40]]\n",
    "model_comparison_table = pd.DataFrame(data= model_data, columns = cols)\n",
    "model_comparison_table"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Как видно из сравнительной таблицы, лучше всего работает модель случайного леса в регрессии (25.09), хуже всего - модель линейной регрессии (31.04)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Тестирование"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Протестируем модель случайного леса в регрессии с гиперпараметром n_estimators=9 на тестовой выборке:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "46.55408971805134"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "random_forest = RandomForestRegressor(random_state=12345, n_estimators=9)\n",
    "random_forest.fit(features_train, target_train)\n",
    "predictions = random_forest.predict(features_test)\n",
    "rmse = mean_squared_error(target_test, predictions, squared=False)\n",
    "rmse"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Как видим, метрика RMSE равна 46.55 на тестовой выборке. Это удовлетворяет первоначальным требованиям."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Для наглядной интерпретации результатов выведем график реальных и предсказанных заказов:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "train_predictions = pd.DataFrame()\n",
    "train_predictions['real_orders'] = target_test\n",
    "train_predictions['predictions'] = predictions\n",
    "train_predictions.plot(figsize=(15,5), title='Количество реальных и предсказанных заказов на тестовой выборке')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Общий вывод"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "В этой работе:\n",
    "\n",
    "* Выявили, что наш временной ряд является стационарным\n",
    "\n",
    "* Определили тренд - общее количество заказов такси увеличивается.\n",
    "\n",
    "* Нашли часовую сезонность: 3 пика заказов приходятся на периоды с 8 до 10,  с 15 до 17, с 22 до 01 часов. При этом каждый день абсолютный минимум заказов приходится на время около 6 часов утра.\n",
    "\n",
    "* Выявили недельную сезонность: минимум заказов приходится на вторники и воскресенья, максимум - на понедельники и пятницы.\n",
    "\n",
    "* Создали дополнительные признаки: календарные (месяц, день, день недели, часы), предыдущие значения с  размером отставания в 1-5 часов, скользящие средние с шириной окна в 3 часа, по дням (24 часа) и за 3 дня. Дополнительно создали столбец, который содержит разницу между количеством заказов в предыдущий и предшествующий тому часы.\n",
    "\n",
    "* Обучили три различные модели: линейной регрессии, случайного леса и градиентного бустинга из библиотеки CatBoost. \n",
    "\n",
    "\n",
    "Лучше всего на обучающей выборке справилась модель случайного леса в регрессии (25.09), хуже всего - модель линейной регрессии (31.04).\n",
    "\n",
    "Лучшая модель (модель случайного леса в регрессии с  гиперпараметром n_estimators=9)  на тестовой выборке она показывает \n",
    "значение метрики RMSE 46.55."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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