ARIMA/6_Pre_trained_solution.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "source": [
    "import pandas as pd\r\n",
    "import numpy as np\r\n",
    "import warnings\r\n",
    "warnings.filterwarnings(\"ignore\")\r\n",
    "from statsmodels.tools.sm_exceptions import ConvergenceWarning\r\n",
    "warnings.simplefilter('ignore', ConvergenceWarning)\r\n",
    "\r\n",
    "from tsfresh.feature_extraction import extract_features\r\n",
    "from tsfresh import select_features\r\n",
    "from datetime import timedelta\r\n",
    "from tsfresh.utilities.dataframe_functions import impute\r\n",
    "from sklearn import linear_model\r\n",
    "from sklearn.preprocessing import StandardScaler\r\n",
    "from pmdarima import auto_arima\r\n",
    "from sklearn.metrics import mean_squared_error\r\n",
    "from pmdarima.metrics import smape\r\n",
    "from sklearn.model_selection import TimeSeriesSplit\r\n",
    "import pmdarima as pm\r\n",
    "import matplotlib.pyplot as plt"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "source": [
    "# database simulation\r\n",
    "label = pd.read_pickle('label.pkl')\r\n",
    "model = auto_arima(label, max_p=8, max_q=8, max_order=None, \\\r\n",
    "                seasonal=True, m=3, \\\r\n",
    "                trace=True, error_action=\"ignore\", suppress_warnings=True, stepwise=True)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Performing stepwise search to minimize aic\n",
      " ARIMA(2,1,2)(1,0,1)[3] intercept   : AIC=572921.335, Time=149.48 sec\n",
      " ARIMA(0,1,0)(0,0,0)[3] intercept   : AIC=589035.425, Time=3.18 sec\n",
      " ARIMA(1,1,0)(1,0,0)[3] intercept   : AIC=574520.323, Time=21.76 sec\n",
      " ARIMA(0,1,1)(0,0,1)[3] intercept   : AIC=575045.811, Time=22.14 sec\n",
      " ARIMA(0,1,0)(0,0,0)[3]             : AIC=589033.426, Time=1.22 sec\n",
      " ARIMA(2,1,2)(0,0,1)[3] intercept   : AIC=565563.148, Time=193.70 sec\n",
      " ARIMA(2,1,2)(0,0,0)[3] intercept   : AIC=565561.457, Time=78.14 sec\n",
      " ARIMA(2,1,2)(1,0,0)[3] intercept   : AIC=565563.152, Time=116.44 sec\n",
      " ARIMA(1,1,2)(0,0,0)[3] intercept   : AIC=inf, Time=73.65 sec\n",
      " ARIMA(2,1,1)(0,0,0)[3] intercept   : AIC=566263.716, Time=59.88 sec\n",
      " ARIMA(1,1,1)(0,0,0)[3] intercept   : AIC=574883.073, Time=11.08 sec\n",
      " ARIMA(2,1,2)(0,0,0)[3]             : AIC=565559.461, Time=32.86 sec\n",
      " ARIMA(2,1,2)(1,0,0)[3]             : AIC=565561.156, Time=57.07 sec\n",
      " ARIMA(2,1,2)(0,0,1)[3]             : AIC=565561.151, Time=67.40 sec\n",
      " ARIMA(2,1,2)(1,0,1)[3]             : AIC=572919.336, Time=46.77 sec\n",
      " ARIMA(1,1,2)(0,0,0)[3]             : AIC=inf, Time=15.32 sec\n",
      " ARIMA(2,1,1)(0,0,0)[3]             : AIC=566261.720, Time=20.50 sec\n",
      " ARIMA(1,1,1)(0,0,0)[3]             : AIC=574881.073, Time=4.91 sec\n",
      "\n",
      "Best model:  ARIMA(2,1,2)(0,0,0)[3]          \n",
      "Total fit time: 975.929 seconds\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "source": [
    "predict = model.predict_in_sample()"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "source": [
    "prediction_date = '2021-07-15 00:00:00'\r\n",
    "prediction_length = 24*7\r\n",
    "training_length = prediction_length*4\r\n",
    "label_index = label.index.get_loc(prediction_date)\r\n",
    "train_label = label.iloc[label_index+1-training_length:label_index+1]\r\n",
    "test_label = label.iloc[label_index:label_index+prediction_length]\r\n",
    "test_prediction = pd.DataFrame(predict[label_index:label_index+prediction_length], index=test_label.index)\r\n",
    "# visualization\r\n",
    "fig, ax = plt.subplots(1,1,figsize=(12,8))\r\n",
    "train_label.plot(ax=ax)\r\n",
    "test_label.plot(ax=ax)\r\n",
    "test_prediction.plot(ax=ax)\r\n",
    "\r\n",
    "features = pd.read_pickle('2021_features.pkl')\r\n",
    "feature_index = features.index.get_loc(prediction_date)\r\n",
    "train_features = features.iloc[feature_index+1-24*7*4*2:feature_index+1]\r\n",
    "test_features = features.iloc[feature_index:feature_index+prediction_length]\r\n",
    "feature_names = [\r\n",
    "    'value__cwt_coefficients__coeff_2__w_2__widths_(2, 5, 10, 20)',\r\n",
    "    'value__root_mean_square',\r\n",
    "    'value__change_quantiles__f_agg_\"mean\"__isabs_False__qh_1.0__ql_0.0',\r\n",
    "    'value__energy_ratio_by_chunks__num_segments_10__segment_focus_9',\r\n",
    "    'value__mean_second_derivative_central',\r\n",
    "    'value__fft_coefficient__attr_\"imag\"__coeff_3',\r\n",
    "    'value__cwt_coefficients__coeff_0__w_10__widths_(2, 5, 10, 20)',\r\n",
    "    'value__quantile__q_0.8', 'value__index_mass_quantile__q_0.9',\r\n",
    "    'value__change_quantiles__f_agg_\"mean\"__isabs_False__qh_0.8__ql_0.0',\r\n",
    "    'value__mean_change', 'value__fft_coefficient__attr_\"real\"__coeff_8',\r\n",
    "    'value__fft_coefficient__attr_\"real\"__coeff_9',\r\n",
    "    'value__fft_aggregated__aggtype_\"centroid\"',\r\n",
    "    'value__fft_coefficient__attr_\"real\"__coeff_10',\r\n",
    "    'value__fft_coefficient__attr_\"real\"__coeff_12',\r\n",
    "    'value__fft_coefficient__attr_\"real\"__coeff_11'\r\n",
    "\r\n",
    "]\r\n",
    "train_X = StandardScaler().fit_transform(np.array(train_features[feature_names]))\r\n",
    "test_X = StandardScaler().fit_transform(np.array(test_features[feature_names]))\r\n",
    "\r\n",
    "pred_model = pm.ARIMA(order=(2,1,2))\r\n",
    "pred_model.fit(label.iloc[label_index+1-24*7*4*2:label_index+1], X=train_X)\r\n",
    "true_test = pd.DataFrame(pred_model.predict(n_periods=prediction_length, X=test_X), index=test_label.index)\r\n",
    "true_test.plot(ax=ax)"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='date'>"
      ]
     },
     "metadata": {},
     "execution_count": 67
    },
    {
     "output_type": "display_data",
     "data": {
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"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "source": [
    "import joblib\r\n",
    "import pickle\r\n",
    "# Serialize with Pickle\r\n",
    "with open('ARIMA.pkl', 'wb') as pkl:\r\n",
    "    pickle.dump(model, pkl)"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "source": [
    "sum(abs(np.array(label[0:168].value) - np.array(test_label.value)))"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "6563.670000000001"
      ]
     },
     "metadata": {},
     "execution_count": 82
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "source": [
    "interation_label = label.loc['2021-01-01 00:00:00':'2021-08-01 23:00:00']\r\n",
    "try_label = label.loc['2019-01-01 00:00:00':'2019-01-01 23:00:00']\r\n",
    "best_mae = float('inf')\r\n",
    "best_index = 0\r\n",
    "for index in range(interation_label.shape[0]-try_label.shape[0]+1):\r\n",
    "    mae = sum(abs(np.array(interation_label[index:index+try_label.shape[0]].value) - np.array(try_label.value)))\r\n",
    "    if mae < best_mae:\r\n",
    "        best_mae = mae\r\n",
    "        best_index = index\r\n",
    "best_match_label = interation_label[best_index:best_index+try_label.shape[0]]"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "source": [
    "fig,ax = plt.subplots(1,1,figsize=(12,8))\r\n",
    "best_match_label.reset_index(drop=True).plot(ax=ax)\r\n",
    "try_label.reset_index(drop=True).plot(ax=ax)"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "metadata": {},
     "execution_count": 90
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ],
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"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "source": [
    "features.loc[interation_label.iloc[best_index].name]"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "value__variance_larger_than_standard_deviation               1.000000\n",
       "value__has_duplicate_max                                     0.000000\n",
       "value__has_duplicate_min                                     0.000000\n",
       "value__has_duplicate                                         0.000000\n",
       "value__sum_values                                          663.270000\n",
       "                                                              ...    \n",
       "value__matrix_profile__feature_\"max\"__threshold_0.98         5.222033\n",
       "value__matrix_profile__feature_\"mean\"__threshold_0.98        2.630215\n",
       "value__matrix_profile__feature_\"median\"__threshold_0.98      2.153946\n",
       "value__matrix_profile__feature_\"25\"__threshold_0.98          1.305680\n",
       "value__matrix_profile__feature_\"75\"__threshold_0.98          3.946768\n",
       "Name: 2021-03-13 06:00:00, Length: 786, dtype: float64"
      ]
     },
     "metadata": {},
     "execution_count": 111
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [
    ".strftime(\"%Y-%m-%d %H:%M:%S\")"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [],
   "outputs": [],
   "metadata": {}
  }
 ],
 "metadata": {
  "orig_nbformat": 4,
  "language_info": {
   "name": "python",
   "version": "3.6.8",
   "mimetype": "text/x-python",
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "pygments_lexer": "ipython3",
   "nbconvert_exporter": "python",
   "file_extension": ".py"
  },
  "kernelspec": {
   "name": "python3",
   "display_name": "Python 3.6.8 64-bit"
  },
  "interpreter": {
   "hash": "69556a9b218a438d843cf826c443dfec2a545d3a90ab41b1e3d6b92a703fb1e2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}