{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Saving and Loading models using .syspy extension\n",
    "\n",
    "Example created by Samir Angelo Milani Martins"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "### Obtaining the model using FROLS."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "from sysidentpy.model_structure_selection import FROLS\n",
    "from sysidentpy.basis_function._basis_function import Polynomial\n",
    "from sysidentpy.utils.generate_data import get_siso_data\n",
    "from sysidentpy.utils.display_results import results\n",
    "from sysidentpy.utils.plotting import plot_results\n",
    "from sysidentpy.utils.save_load import save_model, load_model\n",
    "\n",
    "\n",
    "# Generating 1 input 1 output sample data from a benchmark system\n",
    "x_train, x_valid, y_train, y_valid = get_siso_data(\n",
    "    n=1000,\n",
    "    colored_noise=False,\n",
    "    sigma=0.0001,\n",
    "    train_percentage=90\n",
    ")\n",
    "\n",
    "basis_function = Polynomial(degree=2)\n",
    "\n",
    "model = FROLS(\n",
    "    order_selection=True,\n",
    "    n_info_values=3,\n",
    "    extended_least_squares=False,\n",
    "    ylag=2, xlag=2,\n",
    "    info_criteria='aic',\n",
    "    estimator='least_squares',\n",
    "    basis_function=basis_function\n",
    ")\n",
    "\n",
    "model.fit(X=x_train, y=y_train)\n",
    "\n",
    "yhat = model.predict(X=x_valid, y=y_valid)\n",
    "\n",
    "# Gathering results\n",
    "r = pd.DataFrame(\n",
    "    results(\n",
    "        model.final_model, model.theta, model.err,\n",
    "        model.n_terms, err_precision=8, dtype='sci'\n",
    "        ),\n",
    "    columns=['Regressors', 'Parameters', 'ERR'])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "### Saving obtained model in file \"model_name.syspy\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# save_model(model_variable, file_name.syspy, path (optional))\n",
    "save_model(model=model, file_name='model_name.syspy')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "### Loading model and checking if everything went smoothly"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      " Original model \n",
      "       Regressors  Parameters             ERR\n",
      "0        x1(k-2)  9.0000E-01  9.57022506E-01\n",
      "1         y(k-1)  1.9999E-01  3.96079210E-02\n",
      "2  x1(k-1)y(k-1)  1.0001E-01  3.36953837E-03\n",
      "\n",
      " Model Loaded from file \n",
      "       Regressors  Parameters             ERR\n",
      "0        x1(k-2)  9.0000E-01  9.57022506E-01\n",
      "1         y(k-1)  1.9999E-01  3.96079210E-02\n",
      "2  x1(k-1)y(k-1)  1.0001E-01  3.36953837E-03\n",
      "\n",
      " Predictions are the same!\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x432 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# load_model(file_name.syspy, path (optional))\n",
    "loaded_model = load_model(file_name='model_name.syspy')\n",
    "\n",
    "# Predicting output with loaded_model\n",
    "yhat_loaded = loaded_model.predict(X=x_valid, y=y_valid)\n",
    "\n",
    "r_loaded = pd.DataFrame(\n",
    "    results(\n",
    "        loaded_model.final_model, loaded_model.theta, loaded_model.err,\n",
    "        loaded_model.n_terms, err_precision=8, dtype='sci'\n",
    "        ),\n",
    "    columns=['Regressors', 'Parameters', 'ERR'])\n",
    "\n",
    "# Printing both: original model and model loaded from file\n",
    "print('\\n Original model \\n', r)\n",
    "print('\\n Model Loaded from file \\n',r_loaded)\n",
    "\n",
    "# Checking predictions from both: original model and model loaded from file\n",
    "if (yhat==yhat_loaded).all():\n",
    "    print('\\n Predictions are the same!')\n",
    "    \n",
    "# Ploting results\n",
    "plot_results(y=y_valid, yhat=yhat_loaded, n=1000)"
   ]
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "0e65fe37feb8ff9f7778552a28949e943d61f86c936833305e2c18cda5b438ac"
  },
  "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": "3.8.11"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
