{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "<img width=\"800px\" src=\"../fidle/img/00-Fidle-header-01.svg\"></img>\n", "\n", "# <!-- TITLE --> [GTSRB2] - First convolutions\n", "<!-- DESC --> Episode 2 : First convolutions and first classification of our traffic signs\n", "<!-- AUTHOR : Jean-Luc Parouty (CNRS/SIMaP) -->\n", "\n", "## Objectives :\n", " - Recognizing traffic signs \n", " - Understand the **principles** and **architecture** of a **convolutional neural network** for image classification\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", "\n", "Description is available there : http://benchmark.ini.rub.de/?section=gtsrb&subsection=dataset\n", "\n", "\n", "**IMPORTANT :** To be able to use this notebook and the following, **you must have generated the enhanced datasets** in <dataset_dir>/enhanced via the notebook **[01-Preparation-of-data.ipynb](01-Preparation-of-data.ipynb)** \n", "\n", "## What we're going to do :\n", "\n", " - Read H5 dataset\n", " - Build a model\n", " - Train the model\n", " - Evaluate the model\n", "\n", "## Step 1 - Import and init\n", "### 1.1 - Python stuff" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/html": [ "<style>\n", "\n", "div.warn { \n", " background-color: #fcf2f2;\n", " border-color: #dFb5b4;\n", " border-left: 5px solid #dfb5b4;\n", " padding: 0.5em;\n", " font-weight: bold;\n", " font-size: 1.1em;;\n", " }\n", "\n", "\n", "\n", "div.nota { \n", " background-color: #DAFFDE;\n", " border-left: 5px solid #92CC99;\n", " padding: 0.5em;\n", " }\n", "\n", "div.todo:before { 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/home/pjluc/datasets/fidle\n", "Run dir : ./run/GTSRB2.001\n", "Update keras cache : False\n", "tensorflow : 2.4.1\n", "tensorflow.keras : 2.4.0\n", "sklearn : 0.24.2\n", "matplotlib : 3.4.3\n", "pandas : 1.3.3\n" ] } ], "source": [ "import tensorflow as tf\n", "from tensorflow import keras\n", "from tensorflow.keras.callbacks import TensorBoard\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import h5py\n", "import os,time,sys\n", "\n", "from importlib import reload\n", "\n", "sys.path.append('..')\n", "import fidle.pwk as pwk\n", "\n", "run_dir = './run/GTSRB2.001'\n", "datasets_dir = pwk.init('GTSRB2', run_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1.2 - Parameters\n", "`scale` is the proportion of the dataset that will be used during the training. (1 mean 100%) \n", "A 24x24 dataset, with 5 epochs and a scale of 1, need **3'30** on a CPU laptop.\\\n", "`fit_verbosity` is the verbosity during training : 0 = silent, 1 = progress bar, 2 = one line per epoch" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "enhanced_dir = './data'\n", "# enhanced_dir = f'{datasets_dir}/GTSRB/enhanced'\n", "\n", "dataset_name = 'set-24x24-L'\n", "batch_size = 64\n", "epochs = 5\n", "scale = 1\n", "fit_verbosity = 1" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Override parameters (batch mode) - Just forget this cell" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "pwk.override('enhanced_dir', 'dataset_name', 'batch_size', 'epochs', 'scale', 'fit_verbosity')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 2 - Load dataset\n", "We're going to retrieve a previously recorded dataset. \n", "For example: set-24x24-L" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(7841, 24, 24, 1) (7841,)\n", "Dataset \"set-24x24-L\" is loaded and shuffled. (46.2 Mo in 00:00:00 031ms)\n" ] } ], "source": [ "def read_dataset(enhanced_dir, dataset_name):\n", " '''Reads h5 dataset\n", " Args:\n", " filename : datasets filename\n", " dataset_name : dataset name, without .h5\n", " Returns: x_train,y_train, x_test,y_test data, x_meta,y_meta'''\n", " # ---- Read dataset\n", " pwk.chrono_start()\n", " filename = f'{enhanced_dir}/{dataset_name}.h5'\n", " with h5py.File(filename,'r') as f:\n", " x_train = f['x_train'][:]\n", " y_train = f['y_train'][:]\n", " x_test = f['x_test'][:]\n", " y_test = f['y_test'][:]\n", " x_meta = f['x_meta'][:]\n", " y_meta = f['y_meta'][:]\n", " print(x_train.shape, y_train.shape)\n", " # ---- Shuffle\n", " x_train,y_train=pwk.shuffle_np_dataset(x_train,y_train)\n", "\n", " # ---- done\n", " duration = pwk.chrono_stop(hdelay=True)\n", " size = pwk.hsize(os.path.getsize(filename))\n", " print(f'Dataset \"{dataset_name}\" is loaded and shuffled. ({size} in {duration})')\n", " return x_train,y_train, x_test,y_test, x_meta,y_meta\n", "\n", "# ---- Read dataset\n", "#\n", "x_train,y_train,x_test,y_test, x_meta,y_meta = read_dataset(enhanced_dir, dataset_name)\n", "\n", "# ---- Rescale \n", "#\n", "x_train,y_train, x_test,y_test = pwk.rescale_dataset(x_train,y_train,x_test,y_test, scale=scale)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 3 - Have a look to the dataset\n", "We take a quick look as we go by..." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "x_train : (7841, 24, 24, 1)\n", "y_train : (7841,)\n", "x_test : (2526, 24, 24, 1)\n", "y_test : (2526,)\n" ] }, { "data": { "image/png": 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", "text/plain": [ "<Figure size 864x338.4 with 12 Axes>" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", "text/plain": [ "<Figure size 864x291.6 with 36 Axes>" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "print(\"x_train : \", x_train.shape)\n", "print(\"y_train : \", y_train.shape)\n", "print(\"x_test : \", x_test.shape)\n", "print(\"y_test : \", y_test.shape)\n", "\n", "pwk.plot_images(x_train, y_train, range(12), columns=6, x_size=2, y_size=2, save_as='01-dataset-medium')\n", "pwk.plot_images(x_train, y_train, range(36), columns=12, x_size=1, y_size=1, save_as='02-dataset-small')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 4 - Create model\n", "We will now build a model and train it...\n", "\n", "Some models :" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "\n", "# A basic model\n", "#\n", "def get_model_v1(lx,ly,lz):\n", " \n", " model = keras.models.Sequential()\n", " \n", " model.add( keras.layers.Conv2D(96, (3,3), activation='relu', input_shape=(lx,ly,lz)))\n", " model.add( keras.layers.MaxPooling2D((2, 2)))\n", " model.add( keras.layers.Dropout(0.2))\n", "\n", " model.add( keras.layers.Conv2D(192, (3, 3), activation='relu'))\n", " model.add( keras.layers.MaxPooling2D((2, 2)))\n", " model.add( keras.layers.Dropout(0.2))\n", "\n", " model.add( keras.layers.Flatten()) \n", " model.add( keras.layers.Dense(1500, activation='relu'))\n", " model.add( keras.layers.Dropout(0.5))\n", "\n", " model.add( keras.layers.Dense(43, activation='softmax'))\n", " return model\n", " \n", "# A more sophisticated model\n", "#\n", "def get_model_v2(lx,ly,lz):\n", " model = keras.models.Sequential()\n", "\n", " model.add( keras.layers.Conv2D(64, (3, 3), padding='same', input_shape=(lx,ly,lz), activation='relu'))\n", " model.add( keras.layers.Conv2D(64, (3, 3), activation='relu'))\n", " model.add( keras.layers.MaxPooling2D(pool_size=(2, 2)))\n", " model.add( keras.layers.Dropout(0.2))\n", "\n", " model.add( keras.layers.Conv2D(128, (3, 3), padding='same', activation='relu'))\n", " model.add( keras.layers.Conv2D(128, (3, 3), activation='relu'))\n", " model.add( keras.layers.MaxPooling2D(pool_size=(2, 2)))\n", " model.add( keras.layers.Dropout(0.2))\n", "\n", " model.add( keras.layers.Conv2D(256, (3, 3), padding='same',activation='relu'))\n", " model.add( keras.layers.Conv2D(256, (3, 3), activation='relu'))\n", " model.add( keras.layers.MaxPooling2D(pool_size=(2, 2)))\n", " model.add( keras.layers.Dropout(0.2))\n", "\n", " model.add( keras.layers.Flatten())\n", " model.add( keras.layers.Dense(512, activation='relu'))\n", " model.add( keras.layers.Dropout(0.5))\n", " model.add( keras.layers.Dense(43, activation='softmax'))\n", " return model\n", "\n", "# My sphisticated model, but small and fast\n", "#\n", "def get_model_v3(lx,ly,lz):\n", " model = keras.models.Sequential()\n", " model.add( keras.layers.Conv2D(32, (3,3), activation='relu', input_shape=(lx,ly,lz)))\n", " model.add( keras.layers.MaxPooling2D((2, 2)))\n", " model.add( keras.layers.Dropout(0.5))\n", "\n", " model.add( keras.layers.Conv2D(64, (3, 3), activation='relu'))\n", " model.add( keras.layers.MaxPooling2D((2, 2)))\n", " model.add( keras.layers.Dropout(0.5))\n", "\n", " model.add( keras.layers.Conv2D(128, (3, 3), activation='relu'))\n", " model.add( keras.layers.MaxPooling2D((2, 2)))\n", " model.add( keras.layers.Dropout(0.5))\n", "\n", " model.add( keras.layers.Conv2D(256, (3, 3), activation='relu'))\n", " model.add( keras.layers.MaxPooling2D((2, 2)))\n", " model.add( keras.layers.Dropout(0.5))\n", "\n", " model.add( keras.layers.Flatten()) \n", " model.add( keras.layers.Dense(1152, activation='relu'))\n", " model.add( keras.layers.Dropout(0.5))\n", "\n", " model.add( keras.layers.Dense(43, activation='softmax'))\n", " return model\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5 - Train the model\n", "**Get the shape of my data :**" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Images of the dataset have this folowing shape : (24, 24, 1)\n" ] } ], "source": [ "(n,lx,ly,lz) = x_train.shape\n", "print(\"Images of the dataset have this folowing shape : \",(lx,ly,lz))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Get and compile a model, with the data shape :**" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Model: \"sequential\"\n", "_________________________________________________________________\n", "Layer (type) Output Shape Param # \n", "=================================================================\n", "conv2d (Conv2D) (None, 22, 22, 96) 960 \n", "_________________________________________________________________\n", "max_pooling2d (MaxPooling2D) (None, 11, 11, 96) 0 \n", "_________________________________________________________________\n", "dropout (Dropout) (None, 11, 11, 96) 0 \n", "_________________________________________________________________\n", "conv2d_1 (Conv2D) (None, 9, 9, 192) 166080 \n", "_________________________________________________________________\n", "max_pooling2d_1 (MaxPooling2 (None, 4, 4, 192) 0 \n", "_________________________________________________________________\n", "dropout_1 (Dropout) (None, 4, 4, 192) 0 \n", "_________________________________________________________________\n", "flatten (Flatten) (None, 3072) 0 \n", "_________________________________________________________________\n", "dense (Dense) (None, 1500) 4609500 \n", "_________________________________________________________________\n", "dropout_2 (Dropout) (None, 1500) 0 \n", "_________________________________________________________________\n", "dense_1 (Dense) (None, 43) 64543 \n", "=================================================================\n", "Total params: 4,841,083\n", "Trainable params: 4,841,083\n", "Non-trainable params: 0\n", "_________________________________________________________________\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2021-10-30 17:05:48.977920: I tensorflow/compiler/jit/xla_cpu_device.cc:41] Not creating XLA devices, tf_xla_enable_xla_devices not set\n", "2021-10-30 17:05:48.978105: I tensorflow/core/platform/cpu_feature_guard.cc:142] This TensorFlow binary is optimized with oneAPI Deep Neural Network Library (oneDNN) to use the following CPU instructions in performance-critical operations: SSE4.1 SSE4.2 AVX AVX2 FMA\n", "To enable them in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", "2021-10-30 17:05:48.978626: I tensorflow/core/common_runtime/process_util.cc:146] Creating new thread pool with default inter op setting: 2. Tune using inter_op_parallelism_threads for best performance.\n" ] } ], "source": [ "model = get_model_v1(lx,ly,lz)\n", "\n", "model.summary()\n", "\n", "model.compile(optimizer = 'adam',\n", " loss = 'sparse_categorical_crossentropy',\n", " metrics = ['accuracy'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Train it :**" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Epoch 1/5\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2021-10-30 17:05:49.274102: I tensorflow/compiler/mlir/mlir_graph_optimization_pass.cc:116] None of the MLIR optimization passes are enabled (registered 2)\n", "2021-10-30 17:05:49.274434: I tensorflow/core/platform/profile_utils/cpu_utils.cc:112] CPU Frequency: 2112000000 Hz\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "123/123 [==============================] - 21s 164ms/step - loss: 3.4347 - accuracy: 0.0945 - val_loss: 2.0063 - val_accuracy: 0.4794\n", "Epoch 2/5\n", "123/123 [==============================] - 21s 167ms/step - loss: 1.5982 - accuracy: 0.5571 - val_loss: 0.9999 - val_accuracy: 0.7478\n", "Epoch 3/5\n", "123/123 [==============================] - 21s 173ms/step - loss: 0.8116 - accuracy: 0.7569 - val_loss: 0.6751 - val_accuracy: 0.8337\n", "Epoch 4/5\n", "123/123 [==============================] - 23s 187ms/step - loss: 0.4775 - accuracy: 0.8590 - val_loss: 0.6036 - val_accuracy: 0.8496\n", "Epoch 5/5\n", "123/123 [==============================] - 21s 174ms/step - loss: 0.3680 - accuracy: 0.8924 - val_loss: 0.5160 - val_accuracy: 0.8678\n", "\n", "Duration : 00:01:47 405ms\n" ] } ], "source": [ "pwk.chrono_start()\n", "\n", "# ---- Shuffle train data\n", "x_train,y_train=pwk.shuffle_np_dataset(x_train,y_train)\n", "\n", "# ---- Train\n", "history = model.fit( x_train, y_train,\n", " batch_size = batch_size,\n", " epochs = epochs,\n", " verbose = fit_verbosity,\n", " validation_data = (x_test, y_test))\n", "\n", "pwk.chrono_show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5 - Evaluate" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Max validation accuracy is : 0.8678\n" ] } ], "source": [ "max_val_accuracy = max(history.history[\"val_accuracy\"])\n", "print(\"Max validation accuracy is : {:.4f}\".format(max_val_accuracy))" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Test loss : 0.5160\n", "Test accuracy : 0.8678\n" ] } ], "source": [ "score = model.evaluate(x_test, y_test, verbose=0)\n", "\n", "print('Test loss : {:5.4f}'.format(score[0]))\n", "print('Test accuracy : {:5.4f}'.format(score[1]))" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "End time is : Saturday 30 October 2021, 17:07:38\n", "Duration is : 00:01:52 100ms\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>Try the different models</li>\n", " <li>Try with different datasets</li>\n", " <li>Test different hyperparameters (epochs, batch size, optimization, etc.)</li>\n", " <li>Create your own model</li>\n", " </ul>\n", "</div>" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "---\n", "<img width=\"80px\" src=\"../fidle/img/00-Fidle-logo-01.svg\"></img>" ] } ], "metadata": { "interpreter": { "hash": "8e38643e33497db9a306e3f311fa98cb1e65371278ca73ee4ea0c76aa5a4f387" }, "kernelspec": { "display_name": "Python 3.9.7 64-bit ('fidle-cpu': conda)", "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": "3.9.7" } }, "nbformat": 4, "nbformat_minor": 4 }