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    "<img width=\"800px\" src=\"../fidle/img/00-Fidle-header-01.svg\"></img>\n",
    "\n",
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Jean-Luc Parouty committed
    "# <!-- TITLE --> [SYNOP3] - Time series with RNN - 12h predictions\n",
    "<!-- DESC --> Episode 3: Attempt to predict in the longer term \n",
    "<!-- AUTHOR : Jean-Luc Parouty (CNRS/SIMaP) -->\n",
    "\n",
    "## Objectives :\n",
    " - Prediction at 12:00\n",
    " - Understand the principle of using reccurent neurons... and the limitations of our example !\n",
    "\n",
    "\n",
    "SYNOP meteorological data, available at: https://public.opendatasoft.com\n",
    "\n",
    "## What we're going to do :\n",
    "\n",
    " - Read the data\n",
    " - Make a reccurent prediction\n",
    "\n",
    "## Step 1 - Import and init\n",
    "### 1.1 - Python"
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     "data": {
      "text/markdown": [
       "**FIDLE 2020 - Practical Work Module**"
      ],
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     "text": [
      "Version              : 0.6.1 DEV\n",
      "Notebook id          : SYNOP3\n",
      "Run time             : Saturday 19 December 2020, 11:37:54\n",
      "TensorFlow version   : 2.0.0\n",
      "Keras version        : 2.2.4-tf\n",
      "Datasets dir         : /home/pjluc/datasets/fidle\n",
      "Running mode         : full\n",
      "Update keras cache   : False\n",
      "Save figs            : True\n",
      "Path figs            : ./run/figs\n"
     ]
    }
   ],
   "source": [
    "import tensorflow as tf\n",
    "from tensorflow import keras\n",
    "from tensorflow.keras.callbacks import TensorBoard\n",
    "from tensorflow.keras.preprocessing.sequence import TimeseriesGenerator\n",
    "\n",
    "import numpy as np\n",
    "import math, random\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "import pandas as pd\n",
    "import h5py, json\n",
    "import os,time,sys\n",
    "\n",
    "from importlib import reload\n",
    "\n",
    "sys.path.append('..')\n",
    "import fidle.pwk as pwk\n",
    "datasets_dir = pwk.init('SYNOP3')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 2 - Read and prepare dataset\n",
    "As before, in episode 2... ;-)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Dataset       :  (29165, 14)\n",
      "Train dataset :  (25000, 12)\n",
      "Test  dataset :  (4165, 12)\n"
     ]
    }
   ],
   "source": [
    "dataset_dir      = './data'\n",
    "dataset_filename = 'synop-LYS.csv'\n",
    "schema_filename  = 'synop.json'\n",
    "train_len        = 25000\n",
    "features         = ['tend', 'cod_tend', 'dd', 'ff', 'td', 'u', 'ww', 'pres', 'rafper', 'rr1', 'rr3', 'tc']\n",
    "features_len     = len(features)\n",
    "\n",
    "# ---- Read dataset\n",
    "df = pd.read_csv(f'{dataset_dir}/{dataset_filename}', header=0, sep=';')\n",
    "\n",
    "# ---- Train / Test\n",
    "dataset_train = df.loc[ :train_len-1, features ]\n",
    "dataset_test  = df.loc[train_len:,    features ]\n",
    "\n",
    "# ---- Normalize, and convert to numpy array\n",
    "mean = dataset_train.mean()\n",
    "std  = dataset_train.std()\n",
    "dataset_train = np.array( (dataset_train - mean) / std )\n",
    "dataset_test  = np.array( (dataset_test  - mean) / std )\n",
    "\n",
    "print('Dataset       : ',df.shape)\n",
    "print('Train dataset : ',dataset_train.shape)\n",
    "print('Test  dataset : ',dataset_test.shape)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 3 - Predict"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.1 - Load model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "source": [
    "loaded_model = tf.keras.models.load_model('./run/models/best_model.h5')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.2 Make a 12h prediction\n",
    "Note : Our predictions are normalized"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"comment\">Saved: ./run/figs/SYNOP3-01-prediction-norm</div>"
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\n",
      "text/plain": [
       "<Figure size 1080x1152 with 12 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sequence_len = 16\n",
    "iterations   = 4\n",
    "\n",
    "# ---- Initial sequence\n",
    "\n",
    "s=random.randint(0,len(dataset_test)-sequence_len-iterations)\n",
    "\n",
    "sequence_pred = dataset_test[s:s+sequence_len].copy()\n",
    "sequence_true = dataset_test[s:s+sequence_len+iterations].copy()\n",
    "\n",
    "# ---- Iterate on 4 predictions\n",
    "\n",
    "sequence_pred=list(sequence_pred)\n",
    "\n",
    "for i in range(iterations):\n",
    "    sequence=sequence_pred[-sequence_len:]\n",
    "    pred = loaded_model.predict( np.array([sequence]) )\n",
    "    sequence_pred.append(pred[0])\n",
    "\n",
    "# ---- Extract the predictions    \n",
    "\n",
    "pred=np.array(sequence_pred[-iterations:])\n",
    "       \n",
    "# ---- Show result\n",
    "\n",
    "pwk.plot_multivariate_serie(sequence_true, predictions=pred, labels=features, save_as='01-prediction-norm')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.3 Full prediction\n",
    "#### Some cool functions that do the job"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "def denormalize(mean,std,seq):\n",
    "    nseq = seq.copy()\n",
    "    for i,s in enumerate(nseq):\n",
    "        s = s*std + mean\n",
    "        nseq[i]=s\n",
    "    return nseq\n",
    "\n",
    "\n",
    "def get_prediction(dataset, model, iterations=4,sequence_len=16):\n",
    "\n",
    "    # ---- Initial sequence\n",
    "\n",
    "    s=random.randint(0,len(dataset)-sequence_len-iterations)\n",
    "\n",
    "    sequence_pred = dataset[s:s+sequence_len].copy()\n",
    "    sequence_true = dataset[s:s+sequence_len+iterations].copy()\n",
    "\n",
    "    # ---- Iterate\n",
    "\n",
    "    sequence_pred=list(sequence_pred)\n",
    "\n",
    "    for i in range(iterations):\n",
    "        sequence=sequence_pred[-sequence_len:]\n",
    "        pred = model.predict( np.array([sequence]) )\n",
    "        sequence_pred.append(pred[0])\n",
    "\n",
    "    # ---- Extract the predictions    \n",
    "\n",
    "    pred=np.array(sequence_pred[-iterations:])\n",
    "\n",
    "    # ---- De-normalization\n",
    "\n",
    "    sequence_true = denormalize(mean,std, sequence_true)\n",
    "    pred          = denormalize(mean,std, pred)\n",
    "\n",
    "    return sequence_true,pred"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### And the result is..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"comment\">Saved: ./run/figs/SYNOP3-02-prediction</div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 3024x2304 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "  \n",
    "sequence_true, pred = get_prediction(dataset_test, loaded_model,iterations=4)\n",
    "\n",
    "feat=11\n",
    "\n",
    "pwk.plot_multivariate_serie(sequence_true, predictions=pred, labels=features, only_features=[feat],width=14, height=8, save_as='02-prediction')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "End time is : Saturday 19 December 2020, 11:37:57\n",
      "Duration is : 00:00:03 329ms\n",
      "This notebook ends here\n"
     ]
    }
   ],
   "source": [
    "pwk.end()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"todo\">\n",
    "    What you can do:\n",
    "    <ul>\n",
    "        <li>Trying to increase the forecasting time</li>\n",
    "        <li>What could we do to try to improve our forecasts?</li>\n",
    "    </ul>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "<img width=\"80px\" src=\"../fidle/img/00-Fidle-logo-01.svg\"></img>"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.7.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}