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{
 "cells": [
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   "cell_type": "markdown",
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    "<img width=\"800px\" src=\"../fidle/img/00-Fidle-header-01.svg\"></img>\n",
    "\n",
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    "# <!-- TITLE --> [GTS1] - CNN with GTSRB dataset - Data analysis and preparation\n",
    "<!-- DESC --> Episode 1 : Data analysis and creation of a usable dataset\n",
    "<!-- AUTHOR : Jean-Luc Parouty (CNRS/SIMaP) -->\n",
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    "\n",
    "## Objectives :\n",
    " - Understand the **complexity associated with data**, even when it is only images\n",
    " - Learn how to build up a simple and **usable image dataset**\n",
    "\n",
    "The German Traffic Sign Recognition Benchmark (GTSRB) is a dataset with more than 50,000 photos of road signs from about 40 classes.  \n",
    "The final aim is to recognise them !  \n",
    "Description is available there : http://benchmark.ini.rub.de/?section=gtsrb&subsection=dataset\n",
    "\n",
    "\n",
    "## What we're going to do :\n",
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    "\n",
    " - Understanding the dataset\n",
    " - Preparing and formatting enhanced data\n",
    " - Save enhanced datasets in h5 file format\n"
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   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 1 -  Import and init"
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   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
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      "\n",
      "FIDLE 2020 - Practical Work Module\n",
      "Version              : 0.4.2\n",
      "Run time             : Thursday 27 February 2020, 21:53:07\n",
      "TensorFlow version   : 2.0.0\n",
      "Keras version        : 2.2.4-tf\n"
     ]
    }
   ],
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   "source": [
    "import os, time, sys\n",
    "import csv\n",
    "import math, random\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
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    "import matplotlib.pyplot as plt\n",
    "import h5py\n",
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    "\n",
    "from skimage.morphology import disk\n",
    "from skimage.filters import rank\n",
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    "from skimage import io, color, exposure, transform\n",
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    "\n",
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    "from importlib import reload\n",
    "sys.path.append('..')\n",
    "import fidle.pwk as ooo\n",
    "\n",
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    "ooo.init()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Well, we should be at HOME !\n",
      "We are going to use: /home/pjluc/datasets/GTSRB\n"
     ]
    }
   ],
   "source": [
    "place, dataset_dir = ooo.good_place( { 'GRICAD' : f'{os.getenv(\"SCRATCH_DIR\",\"\")}/PROJECTS/pr-fidle/datasets/GTSRB',\n",
    "                                       'IDRIS'  : f'{os.getenv(\"WORK\",\"\")}/datasets/GTSRB',\n",
    "                                       'HOME'   : f'{os.getenv(\"HOME\",\"\")}/datasets/GTSRB'} )"
   ]
  },
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  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Step 2 - Read the dataset\n",
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    "Description is available there : http://benchmark.ini.rub.de/?section=gtsrb&subsection=dataset\n",
    " - Each directory contains one CSV file with annotations (\"GT-<ClassID>.csv\") and the training images\n",
    " - First line is fieldnames: Filename;Width;Height;Roi.X1;Roi.Y1;Roi.X2;Roi.Y2;ClassId  \n",
    "    \n",
    "### 2.1 - Understanding the dataset\n",
    "The original dataset is in : **\\<dataset_dir\\>/origine.**  \n",
    "There is 3 subsets : **Train**, **Test** and **Meta**.  \n",
    "Each subset have an **csv file** and a **subdir**.\n",
    "    "
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   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
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      ],
      "text/plain": [
       "   Width  Height  Roi.X1  Roi.Y1  Roi.X2  Roi.Y2  ClassId            Path\n",
       "0     53      54       6       5      48      49       16  Test/00000.png\n",
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       "6    147     130      12      12     135     119       18  Test/00006.png\n",
       "7     32      33       5       5      26      28       12  Test/00007.png\n",
       "8     45      50       6       5      40      45       25  Test/00008.png\n",
       "9     81      86       7       7      74      79       35  Test/00009.png"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = pd.read_csv(f'{dataset_dir}/origine/Test.csv', header=0)\n",
    "display(df.head(10))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 2.2 - Usefull functions\n",
    "A nice function to read a subset..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
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   "metadata": {},
   "outputs": [],
   "source": [
    "def  read_csv_dataset(csv_file): \n",
    "    '''\n",
    "    Reads traffic sign data from German Traffic Sign Recognition Benchmark dataset.\n",
    "    Arguments:  \n",
    "        csv filename :  Description file, Example /data/GTSRB/Train.csv\n",
    "    Returns:\n",
    "        x,y          :  np array of images, np array of corresponding labels\n",
    "    '''\n",
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    "\n",
    "    path = os.path.dirname(csv_file)\n",
    "    name = os.path.basename(csv_file)\n",
    "\n",
    "    # ---- Read csv file\n",
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    "    #\n",
    "    df = pd.read_csv(csv_file, header=0)\n",
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    "    \n",
    "    # ---- Get filenames and ClassIds\n",
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    "    #\n",
    "    filenames = df['Path'].to_list()\n",
    "    y         = df['ClassId'].to_list()\n",
    "    x         = []\n",
    "    \n",
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    "    # ---- Read images\n",
    "    #\n",
    "    for filename in filenames:\n",
    "        image=io.imread(f'{path}/{filename}')\n",
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    "        x.append(image)\n",
    "        ooo.update_progress(name,len(x),len(filenames))\n",
    "    \n",
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    "    # ---- Return\n",
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    "    #\n",
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    "    return np.array(x),np.array(y)"
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   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
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    "### 2.2 - Read the data\n",
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    "We will read the following datasets:\n",
    " - **x_train, y_train** : Learning data\n",
    " - **x_test, y_test** : Validation or test data\n",
    " - x_meta, y_meta : Illustration data\n",
    " \n",
    "The learning data will be randomly mixted and the illustration data (Meta) sorted.  \n",
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   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
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   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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      "Train.csv        [########################################] 100.0% of 39209\n",
      "Test.csv         [########################################] 100.0% of 12630\n",
      "Meta.csv         [########################################] 100.0% of 43\n",
      "CPU times: user 16.1 s, sys: 14.8 s, total: 30.9 s\n",
      "Wall time: 1min 11s\n"
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   "source": [
    "%%time\n",
    "\n",
    "# ---- Read datasets\n",
    "\n",
    "(x_train,y_train) = read_csv_dataset(f'{dataset_dir}/origine/Train.csv')\n",
    "(x_test ,y_test)  = read_csv_dataset(f'{dataset_dir}/origine/Test.csv')\n",
    "(x_meta ,y_meta)  = read_csv_dataset(f'{dataset_dir}/origine/Meta.csv')\n",
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    "    \n",
    "# ---- Shuffle train set\n",
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    "combined = list(zip(x_train,y_train))\n",
    "random.shuffle(combined)\n",
    "x_train,y_train = zip(*combined)\n",
    "x_train=np.array(x_train)\n",
    "y_train=np.array(y_train)\n",
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    "\n",
    "# ---- Sort Meta\n",
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    "combined = list(zip(x_meta,y_meta))\n",
    "combined.sort(key=lambda x: x[1])\n",
    "x_meta,y_meta = zip(*combined)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
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    "## Step 3 - Few statistics about train dataset\n",
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    "We want to know if our images are homogeneous in terms of size, ratio, width or height.\n",
    "\n",
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    "### 3.1 - Do statistics "
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   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
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   "metadata": {},
   "outputs": [],
   "source": [
    "train_size  = []\n",
    "train_ratio = []\n",
    "train_lx    = []\n",
    "train_ly    = []\n",
    "\n",
    "test_size   = []\n",
    "test_ratio  = []\n",
    "test_lx     = []\n",
    "test_ly     = []\n",
    "\n",
    "for image in x_train:\n",
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    "    (lx,ly,lz) = image.shape\n",
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    "    train_size.append(lx*ly/1024)\n",
    "    train_ratio.append(lx/ly)\n",
    "    train_lx.append(lx)\n",
    "    train_ly.append(ly)\n",
    "\n",
    "for image in x_test:\n",
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    "    (lx,ly,lz) = image.shape\n",
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    "    test_size.append(lx*ly/1024)\n",
    "    test_ratio.append(lx/ly)\n",
    "    test_lx.append(lx)\n",
    "    test_ly.append(ly)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
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    "### 3.2 - Show statistics"
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   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
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   "metadata": {},
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "x_train shape :  (39209,)\n",
      "y_train shape :  (39209,)\n",
      "x_test  shape :  (12630,)\n",
      "y_test  shape :  (12630,)\n"
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     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
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   "source": [
    "# ------ Global stuff\n",
    "print(\"x_train shape : \",x_train.shape)\n",
    "print(\"y_train shape : \",y_train.shape)\n",
    "print(\"x_test  shape : \",x_test.shape)\n",
    "print(\"y_test  shape : \",y_test.shape)\n",
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    "\n",
    "# ------ Statistics / sizes\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([train_size,test_size], bins=100)\n",
    "plt.gca().set(title='Sizes in Kpixels - Train=[{:5.2f}, {:5.2f}]'.format(min(train_size),max(train_size)), \n",
    "              ylabel='Population',\n",
    "              xlim=[0,30])\n",
    "plt.legend(['Train','Test'])\n",
    "plt.show()\n",
    "\n",
    "# ------ Statistics / ratio lx/ly\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([train_ratio,test_ratio], bins=100)\n",
    "plt.gca().set(title='Ratio lx/ly - Train=[{:5.2f}, {:5.2f}]'.format(min(train_ratio),max(train_ratio)), \n",
    "              ylabel='Population',\n",
    "              xlim=[0.8,1.2])\n",
    "plt.legend(['Train','Test'])\n",
    "plt.show()\n",
    "\n",
    "# ------ Statistics / lx\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([train_lx,test_lx], bins=100)\n",
    "plt.gca().set(title='Images lx - Train=[{:5.2f}, {:5.2f}]'.format(min(train_lx),max(train_lx)), \n",
    "              ylabel='Population',\n",
    "              xlim=[20,150])\n",
    "plt.legend(['Train','Test'])\n",
    "plt.show()\n",
    "\n",
    "# ------ Statistics / ly\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([train_ly,test_ly], bins=100)\n",
    "plt.gca().set(title='Images ly - Train=[{:5.2f}, {:5.2f}]'.format(min(train_ly),max(train_ly)), \n",
    "              ylabel='Population',\n",
    "              xlim=[20,150])\n",
    "plt.legend(['Train','Test'])\n",
    "plt.show()\n",
    "\n",
    "# ------ Statistics / classId\n",
    "plt.figure(figsize=(16,6))\n",
    "plt.hist([y_train,y_test], bins=43)\n",
    "plt.gca().set(title='ClassesId', \n",
    "              ylabel='Population',\n",
    "              xlim=[0,43])\n",
    "plt.legend(['Train','Test'])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
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    "## Step 4 - List of classes\n",
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    "What are the 43 classes of our images..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
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   "metadata": {},
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   "outputs": [
    {
     "data": {
      "image/png": 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