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+1,625 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "8870f399", + "metadata": {}, + "outputs": [], + "source": [ + "from keras.models import load_model\n", + "import tensorflow as tf\n", + "from tensorflow.keras.utils import load_img, img_to_array, array_to_img\n", + "from keras.preprocessing.image import ImageDataGenerator\n", + "from keras.applications.vgg19 import preprocess_input, decode_predictions\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import numpy as np\n", + "from IPython.display import Image, display\n", + "import matplotlib.cm as cm\n", + "\n", + "#http://gradcam.cloudcv.org/\n", + "#https://keras.io/examples/vision/grad_cam/" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7df286b3", + "metadata": {}, + "outputs": [], + "source": [ + "def get_img_array(img_path, size):\n", + " # `img` is a PIL image of size 299x299\n", + " img = load_img(img_path, target_size=size)\n", + " # `array` is a float32 Numpy array of shape (299, 299, 3)\n", + " array = img_to_array(img)\n", + " # We add a dimension to transform our array into a \"batch\"\n", + " # of size (1, 299, 299, 3)\n", + " array = np.expand_dims(array, axis=0)\n", + " return array" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "cce7dd5a", + "metadata": {}, + "outputs": [], + "source": [ + "def make_gradcam_heatmap(img_array, model, last_conv_layer_name, pred_index=None):\n", + " # First, we create a model that maps the input image to the activations\n", + " # of the last conv layer as well as the output predictions\n", + " grad_model = tf.keras.models.Model(\n", + " [model.inputs], [model.get_layer(last_conv_layer_name).output, model.output]\n", + " )\n", + "\n", + " # Then, we compute the gradient of the top predicted class for our input image\n", + " # with respect to the activations of the last conv layer\n", + " with tf.GradientTape() as tape:\n", + " last_conv_layer_output, preds = grad_model(img_array)\n", + " if pred_index is None:\n", + " pred_index = tf.argmax(preds[0])\n", + " class_channel = preds[:, pred_index]\n", + "\n", + " # This is the gradient of the output neuron (top predicted or chosen)\n", + " # with regard to the output feature map of the last conv layer\n", + " grads = tape.gradient(class_channel, last_conv_layer_output)\n", + "\n", + " # This is a vector where each entry is the mean intensity of the gradient\n", + " # over a specific feature map channel\n", + " pooled_grads = tf.reduce_mean(grads, axis=(0, 1, 2))\n", + "\n", + " # We multiply each channel in the feature map array\n", + " # by \"how important this channel is\" with regard to the top predicted class\n", + " # then sum all the channels to obtain the heatmap class activation\n", + " last_conv_layer_output = last_conv_layer_output[0]\n", + " heatmap = last_conv_layer_output @ pooled_grads[..., tf.newaxis]\n", + " heatmap = tf.squeeze(heatmap)\n", + "\n", + " # For visualization purpose, we will also normalize the heatmap between 0 & 1\n", + " heatmap = tf.maximum(heatmap, 0) / tf.math.reduce_max(heatmap)\n", + " \n", + " return heatmap.numpy()" + ] + }, + { + "cell_type": "markdown", + "id": "20bdb974", + "metadata": {}, + "source": [ + "### Variables" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "9a2915f5", + "metadata": {}, + "outputs": [], + "source": [ + "# Leemos el modelo guardado\n", + "target_size = (224, 224)\n", + "path_image = '../../dataset/classification/PCB_Dataset_Split/test/ig/'\n", + "name_image = 'MMY_790179.jpg'\n", + "\n", + "model = load_model('../../model/classification/vgg19_trainable_true_best_model.h5')\n", + "last_conv_layer_name = \"block5_conv4\"\n", + "decode_predictions = decode_predictions" + ] + }, + { + "cell_type": "markdown", + "id": "bb993c18", + "metadata": {}, + "source": [ + "### Carga y ploteo de la imagen de entrada" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "40bb9ce4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.5, 223.5, 223.5, -0.5)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#load the image\n", + "my_image = load_img(path_image+name_image, target_size = (224, 224))\n", + "plt.imshow(my_image)\n", + "plt.axis('off')" + ] + }, + { + "cell_type": "markdown", + "id": "88a3c1d6", + "metadata": {}, + "source": [ + "### Gradcam" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "66fbd784", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1/1 [==============================] - 5s 5s/step\n", + "Predicted: [[ 105.83373 1942.6595 -684.7925 -260.58884 -655.6293 -212.28801\n", + " 665.1183 -965.6527 ]]\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Prepare image\n", + "img_array = preprocess_input(get_img_array(path_image+name_image, size = target_size))\n", + "\n", + "# Make model\n", + "#model = model_builder(weights=\"imagenet\")\n", + "\n", + "# Remove last layer's softmax\n", + "model.layers[-1].activation = None\n", + "\n", + "# Print what the top predicted class is\n", + "preds = model.predict(img_array)\n", + "print(\"Predicted:\", preds)\n", + "\n", + "# Generate class activation heatmap\n", + "heatmap = make_gradcam_heatmap(img_array, model, last_conv_layer_name)\n", + "\n", + "# Display heatmap\n", + "plt.matshow(heatmap)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "94aa2cee", + "metadata": {}, + "source": [ + "### Utilización de la salida de gradcam" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "108eb853", + "metadata": {}, + "outputs": [], + "source": [ + "def save_and_display_gradcam(img_path, heatmap, cam_path = \"../../images/XAI/\"+name_image, alpha = 0.4):\n", + " # Load the original image\n", + " img = load_img(img_path)\n", + " img = img_to_array(img)\n", + "\n", + " # Rescale heatmap to a range 0-255\n", + " heatmap = np.uint8(255 * heatmap)\n", + "\n", + " # Use jet colormap to colorize heatmap\n", + " jet = cm.get_cmap(\"jet\")\n", + "\n", + " # Use RGB values of the colormap\n", + " jet_colors = jet(np.arange(256))[:, :3]\n", + " jet_heatmap = jet_colors[heatmap]\n", + " print(jet_heatmap.shape)\n", + "\n", + " # Create an image with RGB colorized heatmap\n", + " jet_heatmap = array_to_img(jet_heatmap)\n", + " jet_heatmap = jet_heatmap.resize((img.shape[1], img.shape[0]))\n", + " jet_heatmap = img_to_array(jet_heatmap)\n", + " \n", + " #rint(jet_heatmap)\n", + " print(jet_heatmap.shape)\n", + " print(img.shape)\n", + " \n", + " # Superimpose the heatmap on original image\n", + " superimposed_img = jet_heatmap * alpha + img\n", + " superimposed_img = array_to_img(superimposed_img)\n", + "\n", + " # Save the superimposed image\n", + " superimposed_img.save(cam_path)\n", + "\n", + " # Display Grad CAM\n", + " display(Image(cam_path))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "62c2a1ea", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(14, 14, 3)\n", + "(363, 360, 3)\n", + "(363, 360, 3)\n" + ] + }, + { + "data": { + "image/jpeg": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "save_and_display_gradcam(path_image+name_image, heatmap)" + ] + }, + { + "cell_type": "markdown", + "id": "644cd6ab", + "metadata": {}, + "source": [ + "### Estudio del modelo" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "fc9c801b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"model\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " input_1 (InputLayer) [(None, 224, 224, 3)] 0 \n", + " \n", + " block1_conv1 (Conv2D) (None, 224, 224, 64) 1792 \n", + " \n", + " block1_conv2 (Conv2D) (None, 224, 224, 64) 36928 \n", + " \n", + " block1_pool (MaxPooling2D) (None, 112, 112, 64) 0 \n", + " \n", + " block2_conv1 (Conv2D) (None, 112, 112, 128) 73856 \n", + " \n", + " block2_conv2 (Conv2D) (None, 112, 112, 128) 147584 \n", + " \n", + " block2_pool (MaxPooling2D) (None, 56, 56, 128) 0 \n", + " \n", + " block3_conv1 (Conv2D) (None, 56, 56, 256) 295168 \n", + " \n", + " block3_conv2 (Conv2D) (None, 56, 56, 256) 590080 \n", + " \n", + " block3_conv3 (Conv2D) (None, 56, 56, 256) 590080 \n", + " \n", + " block3_conv4 (Conv2D) (None, 56, 56, 256) 590080 \n", + " \n", + " block3_pool (MaxPooling2D) (None, 28, 28, 256) 0 \n", + " \n", + " block4_conv1 (Conv2D) (None, 28, 28, 512) 1180160 \n", + " \n", + " block4_conv2 (Conv2D) (None, 28, 28, 512) 2359808 \n", + " \n", + " block4_conv3 (Conv2D) (None, 28, 28, 512) 2359808 \n", + " \n", + " block4_conv4 (Conv2D) (None, 28, 28, 512) 2359808 \n", + " \n", + " block4_pool (MaxPooling2D) (None, 14, 14, 512) 0 \n", + " \n", + " block5_conv1 (Conv2D) (None, 14, 14, 512) 2359808 \n", + " \n", + " block5_conv2 (Conv2D) (None, 14, 14, 512) 2359808 \n", + " \n", + " block5_conv3 (Conv2D) (None, 14, 14, 512) 2359808 \n", + " \n", + " block5_conv4 (Conv2D) (None, 14, 14, 512) 2359808 \n", + " \n", + " block5_pool (MaxPooling2D) (None, 7, 7, 512) 0 \n", + " \n", + " flatten (Flatten) (None, 25088) 0 \n", + " \n", + " dense (Dense) (None, 8) 200712 \n", + " \n", + "=================================================================\n", + "Total params: 20,225,096\n", + "Trainable params: 20,225,096\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n" + ] + } + ], + "source": [ + "model.summary()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "67c4dae1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['input_1',\n", + " 'block1_conv1',\n", + " 'block1_conv2',\n", + " 'block1_pool',\n", + " 'block2_conv1',\n", + " 'block2_conv2',\n", + " 'block2_pool',\n", + " 'block3_conv1',\n", + " 'block3_conv2',\n", + " 'block3_conv3',\n", + " 'block3_conv4',\n", + " 'block3_pool',\n", + " 'block4_conv1',\n", + " 'block4_conv2',\n", + " 'block4_conv3',\n", + " 'block4_conv4',\n", + " 'block4_pool',\n", + " 'block5_conv1',\n", + " 'block5_conv2',\n", + " 'block5_conv3',\n", + " 'block5_conv4',\n", + " 'block5_pool',\n", + " 'flatten',\n", + " 'dense']" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "layer_names = [layer.name for layer in model.layers]\n", + "layer_names" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "235d663f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.layers" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "2992824b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "layer_outputs = [layer.output for layer in model.layers]\n", + "layer_outputs" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "70d31fb0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Feature Map\n", + "feature_map_model = tf.keras.models.Model(inputs = model.input, outputs = layer_outputs)\n", + "feature_map_model" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "940ef775", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1/1 [==============================] - 0s 212ms/step\n" + ] + } + ], + "source": [ + "feature_maps = feature_map_model.predict(my_image)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "46846d05", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The shape of the input_1 is =======>> (1, 224, 224, 3)\n", + "The shape of the block1_conv1 is =======>> (1, 224, 224, 64)\n", + "The shape of the block1_conv2 is =======>> (1, 224, 224, 64)\n", + "The shape of the block1_pool is =======>> (1, 112, 112, 64)\n", + "The shape of the block2_conv1 is =======>> (1, 112, 112, 128)\n", + "The shape of the block2_conv2 is =======>> (1, 112, 112, 128)\n", + "The shape of the block2_pool is =======>> (1, 56, 56, 128)\n", + "The shape of the block3_conv1 is =======>> (1, 56, 56, 256)\n", + "The shape of the block3_conv2 is =======>> (1, 56, 56, 256)\n", + "The shape of the block3_conv3 is =======>> (1, 56, 56, 256)\n", + "The shape of the block3_conv4 is =======>> (1, 56, 56, 256)\n", + "The shape of the block3_pool is =======>> (1, 28, 28, 256)\n", + "The shape of the block4_conv1 is =======>> (1, 28, 28, 512)\n", + "The shape of the block4_conv2 is =======>> (1, 28, 28, 512)\n", + "The shape of the block4_conv3 is =======>> (1, 28, 28, 512)\n", + "The shape of the block4_conv4 is =======>> (1, 28, 28, 512)\n", + "The shape of the block4_pool is =======>> (1, 14, 14, 512)\n", + "The shape of the block5_conv1 is =======>> (1, 14, 14, 512)\n", + "The shape of the block5_conv2 is =======>> (1, 14, 14, 512)\n", + "The shape of the block5_conv3 is =======>> (1, 14, 14, 512)\n", + "The shape of the block5_conv4 is =======>> (1, 14, 14, 512)\n", + "The shape of the block5_pool is =======>> (1, 7, 7, 512)\n", + "The shape of the flatten is =======>> (1, 25088)\n", + "The shape of the dense is =======>> (1, 8)\n" + ] + } + ], + "source": [ + "for layer_name, feature_map in zip(layer_names, feature_maps):\n", + " print(f\"The shape of the {layer_name} is =======>> {feature_map.shape}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a3261d02", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "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": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Code/image_classification_CNN.ipynb b/Code/image_classification_CNN.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..31d3341346e6886839e4b1806b6c094b27be6cb4 --- /dev/null +++ b/Code/image_classification_CNN.ipynb @@ -0,0 +1,342 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f9755410", + "metadata": {}, + "source": [ + "## Notebook para realizar la parte 2 del TFM: clasificación de imágenes según tipo de célula sanguínea\n", + "\n", + "Se tiene de entrada el dataset ____ y de salida se espera tener el acc del modelo" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "3356fb49", + "metadata": {}, + "outputs": [], + "source": [ + "from keras.preprocessing.image import ImageDataGenerator\n", + "from keras.models import Sequential\n", + "from keras.layers import Conv2D, MaxPooling2D\n", + "from keras.layers import Activation, Dropout, Flatten, Dense\n", + "from keras import backend as K\n", + "import matplotlib.pyplot as plt\n", + " \n", + "img_width, img_height = 360, 363" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2fbd9e15", + "metadata": {}, + "outputs": [], + "source": [ + "train_data_dir = '../../dataset/classification/PCB_Dataset_Split/train'\n", + "validation_data_dir = '../../dataset/classification/PCB_Dataset_Split/val'\n", + "\n", + "nb_train_samples = 13671 \n", + "nb_validation_samples = 1705 \n", + "\n", + "epochs = 10\n", + "batch_size = 16" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "51cdcdda", + "metadata": {}, + "outputs": [], + "source": [ + "if K.image_data_format() == 'channels_first':\n", + " input_shape = (3, img_width, img_height)\n", + "else:\n", + " input_shape = (img_width, img_height, 3)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "16f72477", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Found 13671 images belonging to 8 classes.\n", + "Found 1705 images belonging to 8 classes.\n" + ] + } + ], + "source": [ + "train_datagen = ImageDataGenerator(\n", + " rescale = 1. / 255,\n", + " shear_range = 0.2,\n", + " zoom_range = 0.2,\n", + " horizontal_flip = True)\n", + " \n", + "val_datagen = ImageDataGenerator(rescale = 1. / 255)\n", + " \n", + "train_generator = train_datagen.flow_from_directory(\n", + " train_data_dir,\n", + " target_size = (img_width, img_height),\n", + " batch_size = batch_size,\n", + " class_mode = 'categorical')\n", + " \n", + "validation_generator = val_datagen.flow_from_directory(\n", + " validation_data_dir,\n", + " target_size = (img_width, img_height),\n", + " batch_size = batch_size,\n", + " class_mode = 'categorical')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "939e6d8a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"sequential\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " conv2d (Conv2D) (None, 359, 362, 32) 416 \n", + " \n", + " activation (Activation) (None, 359, 362, 32) 0 \n", + " \n", + " max_pooling2d (MaxPooling2D (None, 179, 181, 32) 0 \n", + " ) \n", + " \n", + " conv2d_1 (Conv2D) (None, 178, 180, 32) 4128 \n", + " \n", + " activation_1 (Activation) (None, 178, 180, 32) 0 \n", + " \n", + " max_pooling2d_1 (MaxPooling (None, 89, 90, 32) 0 \n", + " 2D) \n", + " \n", + " conv2d_2 (Conv2D) (None, 88, 89, 64) 8256 \n", + " \n", + " activation_2 (Activation) (None, 88, 89, 64) 0 \n", + " \n", + " max_pooling2d_2 (MaxPooling (None, 44, 44, 64) 0 \n", + " 2D) \n", + " \n", + " flatten (Flatten) (None, 123904) 0 \n", + " \n", + " dense (Dense) (None, 64) 7929920 \n", + " \n", + " activation_3 (Activation) (None, 64) 0 \n", + " \n", + " dropout (Dropout) (None, 64) 0 \n", + " \n", + " dense_1 (Dense) (None, 8) 520 \n", + " \n", + " activation_4 (Activation) (None, 8) 0 \n", + " \n", + "=================================================================\n", + "Total params: 7,943,240\n", + "Trainable params: 7,943,240\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n" + ] + } + ], + "source": [ + "# Modelo de prueba CNN\n", + "\n", + "model = Sequential()\n", + "model.add(Conv2D(32, (2, 2), input_shape=input_shape))\n", + "model.add(Activation('relu'))\n", + "model.add(MaxPooling2D(pool_size=(2, 2)))\n", + " \n", + "model.add(Conv2D(32, (2, 2)))\n", + "model.add(Activation('relu'))\n", + "model.add(MaxPooling2D(pool_size=(2, 2)))\n", + " \n", + "model.add(Conv2D(64, (2, 2)))\n", + "model.add(Activation('relu'))\n", + "model.add(MaxPooling2D(pool_size=(2, 2)))\n", + " \n", + "model.add(Flatten())\n", + "model.add(Dense(64))\n", + "model.add(Activation('relu'))\n", + "model.add(Dropout(0.5))\n", + "model.add(Dense(8))\n", + "model.add(Activation('softmax'))\n", + "\n", + "model.summary()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "ac636271", + "metadata": {}, + "outputs": [], + "source": [ + "model.compile(loss = 'categorical_crossentropy',\n", + " optimizer = 'rmsprop',\n", + " metrics = ['accuracy'])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1857e44a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\shiru\\AppData\\Local\\Temp\\ipykernel_17948\\2051623620.py:1: UserWarning: `Model.fit_generator` is deprecated and will be removed in a future version. Please use `Model.fit`, which supports generators.\n", + " history = model.fit_generator(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1/10\n", + "854/854 [==============================] - 820s 952ms/step - loss: 1.0580 - accuracy: 0.6170 - val_loss: 0.4412 - val_accuracy: 0.8827\n", + "Epoch 2/10\n", + "854/854 [==============================] - 626s 733ms/step - loss: 0.6073 - accuracy: 0.7954 - val_loss: 0.3343 - val_accuracy: 0.8974\n", + "Epoch 3/10\n", + "854/854 [==============================] - 626s 733ms/step - loss: 0.5120 - accuracy: 0.8298 - val_loss: 0.2887 - val_accuracy: 0.9151\n", + "Epoch 4/10\n", + "854/854 [==============================] - 629s 736ms/step - loss: 0.4622 - accuracy: 0.8555 - val_loss: 0.3991 - val_accuracy: 0.8679\n", + "Epoch 5/10\n", + "854/854 [==============================] - 628s 735ms/step - loss: 0.4243 - accuracy: 0.8683 - val_loss: 0.4510 - val_accuracy: 0.8815\n", + "Epoch 6/10\n", + "854/854 [==============================] - 676s 791ms/step - loss: 0.4159 - accuracy: 0.8794 - val_loss: 0.2866 - val_accuracy: 0.9210\n", + "Epoch 7/10\n", + "854/854 [==============================] - 720s 843ms/step - loss: 0.3999 - accuracy: 0.8778 - val_loss: 0.3063 - val_accuracy: 0.9316\n", + "Epoch 8/10\n", + "854/854 [==============================] - 722s 845ms/step - loss: 0.4107 - accuracy: 0.8770 - val_loss: 0.3294 - val_accuracy: 0.9098\n", + "Epoch 9/10\n", + "854/854 [==============================] - 727s 851ms/step - loss: 0.3974 - accuracy: 0.8856 - val_loss: 0.2559 - val_accuracy: 0.9257\n", + "Epoch 10/10\n", + "854/854 [==============================] - 701s 821ms/step - loss: 0.3972 - accuracy: 0.8868 - val_loss: 0.2749 - val_accuracy: 0.9316\n" + ] + } + ], + "source": [ + "history = model.fit_generator(\n", + " train_generator,\n", + " steps_per_epoch = nb_train_samples // batch_size,\n", + " epochs = epochs,\n", + " validation_data = validation_generator,\n", + " validation_steps = nb_validation_samples // batch_size)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "b3ed428f", + "metadata": {}, + "outputs": [], + "source": [ + "# Guardamos el modelo\n", + "model.save(\n", + " '../../model/classification/image_classification_CNN.h5',\n", + " overwrite=True,\n", + " include_optimizer=True,\n", + " save_format=None,\n", + " signatures=None,\n", + " options=None,\n", + " save_traces=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "f2b819e1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_keys(['loss', 'accuracy', 'val_loss', 'val_accuracy'])\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Printeamos las gráficas de acc y loss\n", + "print(history.history.keys())\n", + "\n", + "# acc\n", + "plt.plot(history.history['accuracy'])\n", + "plt.plot(history.history['val_accuracy'])\n", + "plt.title('model accuracy')\n", + "plt.ylabel('accuracy')\n", + "plt.xlabel('epoch')\n", + "plt.legend(['train', 'val'], loc='upper left')\n", + "plt.show()\n", + "\n", + "# loss\n", + "plt.plot(history.history['loss'])\n", + "plt.plot(history.history['val_loss'])\n", + "plt.title('model loss')\n", + "plt.ylabel('loss')\n", + "plt.xlabel('epoch')\n", + "plt.legend(['train', 'val'], loc='upper left')\n", + "plt.show()" + ] + } + ], + "metadata": { + "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": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Code/image_classification_VGG19.ipynb b/Code/image_classification_VGG19.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..fc20dd21c1e77a663005f0aa5f8c494152994953 --- /dev/null +++ b/Code/image_classification_VGG19.ipynb @@ -0,0 +1,558 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f9755410", + "metadata": {}, + "source": [ + "## Notebook para realizar la parte 2 del TFM: clasificación de imágenes según tipo de célula sanguínea\n", + "\n", + "Se tiene de entrada el dataset ____ y de salida se espera tener el acc del modelo" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3356fb49", + "metadata": {}, + "outputs": [], + "source": [ + "from glob import glob \n", + "from tensorflow.keras.preprocessing.image import ImageDataGenerator\n", + "from tensorflow.keras.preprocessing import image_dataset_from_directory \n", + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Conv2D, MaxPooling2D\n", + "from tensorflow.keras.layers import Activation, Dropout, Flatten, Dense\n", + "from tensorflow.keras.applications.vgg19 import VGG19\n", + "from tensorflow.keras.models import Model\n", + "from tensorflow.keras.optimizers import SGD\n", + "from tensorflow.keras import backend as K\n", + "from tensorflow.keras.callbacks import ModelCheckpoint, EarlyStopping, ReduceLROnPlateau\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "img_width, img_height = 224, 224\n", + "batch_size = 32" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f810db10", + "metadata": {}, + "outputs": [], + "source": [ + "import random\n", + "random.seed(42)\n", + "from numpy.random import seed\n", + "seed(42)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "2fbd9e15", + "metadata": {}, + "outputs": [], + "source": [ + "train_data_dir = '../../dataset/classification/PCB_Dataset_Split/train'\n", + "validation_data_dir = '../../dataset/classification/PCB_Dataset_Split/val'\n", + "\n", + "folders = glob('../../dataset/classification/PCB_Dataset_Split/train/*')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "51cdcdda", + "metadata": {}, + "outputs": [], + "source": [ + "if K.image_data_format() == 'channels_first':\n", + " input_shape = (3, img_width, img_height)\n", + "else:\n", + " input_shape = (img_width, img_height, 3)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "16f72477", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Found 13671 images belonging to 8 classes.\n", + "Found 1705 images belonging to 8 classes.\n" + ] + } + ], + "source": [ + "train_datagen = ImageDataGenerator(\n", + " featurewise_center=False,\n", + " samplewise_center=False,\n", + " featurewise_std_normalization=False,\n", + " samplewise_std_normalization=False,\n", + " zca_whitening=False,\n", + " zca_epsilon=1e-06,\n", + " rotation_range=60,\n", + " width_shift_range=0.0,\n", + " height_shift_range=0.0,\n", + " brightness_range=None,\n", + " channel_shift_range=0.0,\n", + " fill_mode='nearest',\n", + " cval=0.0,\n", + " vertical_flip = True,\n", + " preprocessing_function=None,\n", + " data_format=None,\n", + " validation_split=0.0,\n", + " interpolation_order=1,\n", + " dtype=None,\n", + " rescale = 1. / 255,\n", + " shear_range = 0.2,\n", + " zoom_range = 0.2,\n", + " horizontal_flip = True)\n", + " \n", + "val_datagen = ImageDataGenerator(rescale = 1. / 255)\n", + " \n", + "train_generator = train_datagen.flow_from_directory(\n", + " train_data_dir,\n", + " target_size = (img_width, img_height),\n", + " keep_aspect_ratio = True,\n", + " batch_size = batch_size,\n", + " class_mode = 'categorical')\n", + " \n", + "validation_generator = val_datagen.flow_from_directory(\n", + " validation_data_dir,\n", + " target_size = (img_width, img_height),\n", + " keep_aspect_ratio = True,\n", + " batch_size = batch_size,\n", + " class_mode = 'categorical')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a5c0eff3", + "metadata": {}, + "outputs": [], + "source": [ + "nb_train_samples = 13671 \n", + "\n", + "nb_validation_samples = 1705 " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "e7a0ada7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Found 13671 files belonging to 8 classes.\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "train_dataset = image_dataset_from_directory(train_data_dir,\n", + " shuffle = True,\n", + " batch_size = batch_size,\n", + " image_size = (img_width, img_height))\n", + "\n", + "class_name = train_dataset.class_names\n", + "\n", + "plt.figure(figsize = (10,10))\n", + "for image , label in train_dataset.take(1):\n", + " for i in range(9) :\n", + " plt.subplot(3,3,i+1)\n", + " plt.imshow(image[i].numpy().astype(\"uint8\"))\n", + " plt.title(class_name[label[i]])\n", + " plt.axis(\"off\")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "939e6d8a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model: \"model\"\n", + "_________________________________________________________________\n", + " Layer (type) Output Shape Param # \n", + "=================================================================\n", + " input_1 (InputLayer) [(None, 224, 224, 3)] 0 \n", + " \n", + " block1_conv1 (Conv2D) (None, 224, 224, 64) 1792 \n", + " \n", + " block1_conv2 (Conv2D) (None, 224, 224, 64) 36928 \n", + " \n", + " block1_pool (MaxPooling2D) (None, 112, 112, 64) 0 \n", + " \n", + " block2_conv1 (Conv2D) (None, 112, 112, 128) 73856 \n", + " \n", + " block2_conv2 (Conv2D) (None, 112, 112, 128) 147584 \n", + " \n", + " block2_pool (MaxPooling2D) (None, 56, 56, 128) 0 \n", + " \n", + " block3_conv1 (Conv2D) (None, 56, 56, 256) 295168 \n", + " \n", + " block3_conv2 (Conv2D) (None, 56, 56, 256) 590080 \n", + " \n", + " block3_conv3 (Conv2D) (None, 56, 56, 256) 590080 \n", + " \n", + " block3_conv4 (Conv2D) (None, 56, 56, 256) 590080 \n", + " \n", + " block3_pool (MaxPooling2D) (None, 28, 28, 256) 0 \n", + " \n", + " block4_conv1 (Conv2D) (None, 28, 28, 512) 1180160 \n", + " \n", + " block4_conv2 (Conv2D) (None, 28, 28, 512) 2359808 \n", + " \n", + " block4_conv3 (Conv2D) (None, 28, 28, 512) 2359808 \n", + " \n", + " block4_conv4 (Conv2D) (None, 28, 28, 512) 2359808 \n", + " \n", + " block4_pool (MaxPooling2D) (None, 14, 14, 512) 0 \n", + " \n", + " block5_conv1 (Conv2D) (None, 14, 14, 512) 2359808 \n", + " \n", + " block5_conv2 (Conv2D) (None, 14, 14, 512) 2359808 \n", + " \n", + " block5_conv3 (Conv2D) (None, 14, 14, 512) 2359808 \n", + " \n", + " block5_conv4 (Conv2D) (None, 14, 14, 512) 2359808 \n", + " \n", + " block5_pool (MaxPooling2D) (None, 7, 7, 512) 0 \n", + " \n", + " flatten (Flatten) (None, 25088) 0 \n", + " \n", + " dense (Dense) (None, 8) 200712 \n", + " \n", + "=================================================================\n", + "Total params: 20,225,096\n", + "Trainable params: 20,225,096\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n" + ] + } + ], + "source": [ + "# Modelo de prueba CNN\n", + "\n", + "# Use this line for VGG19 network. Create a VGG19 model, and removing the last layer that is classifying 1000 images. \n", + "#This will be replaced with images classes we have. \n", + "vgg = VGG19(input_shape = [img_width, img_height] + [3], weights = 'imagenet', include_top = False)\n", + "\n", + "# This sets the base that the layers are not trainable. If we'd want to train the layers with custom data, these two lines \n", + "#can be ommitted. \n", + "for layer in vgg.layers:\n", + " layer.trainable = True\n", + "\n", + "x = vgg.output\n", + "#x = MaxPooling2D()(x)\n", + "x = Flatten()(x)\n", + "#x = Dense(4096, activation='relu')(x)\n", + "#x = Dense(1072, activation='relu')(x)\n", + "#x = Dropout(0.2)(x)\n", + "prediction = Dense(len(folders), activation = 'softmax')(x) \n", + "\n", + "model = Model(inputs = vgg.input, outputs = prediction)\n", + "\n", + "model.summary()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "ac636271", + "metadata": {}, + "outputs": [], + "source": [ + "model.compile(loss = 'categorical_crossentropy',\n", + " optimizer = SGD(learning_rate = 0.001, momentum = 0.9, nesterov = False),\n", + " metrics = ['accuracy'])" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "3c2ecbe9", + "metadata": {}, + "outputs": [], + "source": [ + "epochs = 25\n", + "\n", + "es = EarlyStopping(monitor = 'val_loss', \n", + " mode = 'min', \n", + " verbose = 1, \n", + " patience = 3)\n", + "\n", + "mc = ModelCheckpoint('../../model/classification/vgg19_trainable_true_best_model.h5',\n", + " verbose = 1,\n", + " monitor = 'val_loss', \n", + " mode = 'min', \n", + " save_best_only = True)\n", + "\n", + "lr_red = ReduceLROnPlateau(monitor = 'val_loss', \n", + " patience = 2,\n", + " verbose = 1,\n", + " mode = 'min',\n", + " factor = 0.1, \n", + " min_lr = 1e-7)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1857e44a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.4067 - accuracy: 0.8586\n", + "Epoch 1: val_loss improved from inf to 0.13494, saving model to best_model.h5\n", + "427/427 [==============================] - 693s 2s/step - loss: 0.4067 - accuracy: 0.8586 - val_loss: 0.1349 - val_accuracy: 0.9558 - lr: 0.0010\n", + "Epoch 2/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.1106 - accuracy: 0.9634\n", + "Epoch 2: val_loss improved from 0.13494 to 0.12528, saving model to best_model.h5\n", + "427/427 [==============================] - 635s 1s/step - loss: 0.1106 - accuracy: 0.9634 - val_loss: 0.1253 - val_accuracy: 0.9546 - lr: 0.0010\n", + "Epoch 3/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0753 - accuracy: 0.9760\n", + "Epoch 3: val_loss improved from 0.12528 to 0.09700, saving model to best_model.h5\n", + "427/427 [==============================] - 636s 1s/step - loss: 0.0753 - accuracy: 0.9760 - val_loss: 0.0970 - val_accuracy: 0.9682 - lr: 0.0010\n", + "Epoch 4/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0648 - accuracy: 0.9786\n", + "Epoch 4: val_loss improved from 0.09700 to 0.06808, saving model to best_model.h5\n", + "427/427 [==============================] - 635s 1s/step - loss: 0.0648 - accuracy: 0.9786 - val_loss: 0.0681 - val_accuracy: 0.9735 - lr: 0.0010\n", + "Epoch 5/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0566 - accuracy: 0.9806\n", + "Epoch 5: val_loss improved from 0.06808 to 0.05777, saving model to best_model.h5\n", + "427/427 [==============================] - 635s 1s/step - loss: 0.0566 - accuracy: 0.9806 - val_loss: 0.0578 - val_accuracy: 0.9811 - lr: 0.0010\n", + "Epoch 6/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0470 - accuracy: 0.9850\n", + "Epoch 6: val_loss did not improve from 0.05777\n", + "427/427 [==============================] - 633s 1s/step - loss: 0.0470 - accuracy: 0.9850 - val_loss: 0.1273 - val_accuracy: 0.9599 - lr: 0.0010\n", + "Epoch 7/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0490 - accuracy: 0.9828\n", + "Epoch 7: val_loss improved from 0.05777 to 0.04355, saving model to best_model.h5\n", + "427/427 [==============================] - 634s 1s/step - loss: 0.0490 - accuracy: 0.9828 - val_loss: 0.0435 - val_accuracy: 0.9876 - lr: 0.0010\n", + "Epoch 8/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0431 - accuracy: 0.9859\n", + "Epoch 8: val_loss did not improve from 0.04355\n", + "427/427 [==============================] - 634s 1s/step - loss: 0.0431 - accuracy: 0.9859 - val_loss: 0.0931 - val_accuracy: 0.9664 - lr: 0.0010\n", + "Epoch 9/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0416 - accuracy: 0.9868\n", + "Epoch 9: val_loss improved from 0.04355 to 0.03984, saving model to best_model.h5\n", + "427/427 [==============================] - 636s 1s/step - loss: 0.0416 - accuracy: 0.9868 - val_loss: 0.0398 - val_accuracy: 0.9864 - lr: 0.0010\n", + "Epoch 10/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0393 - accuracy: 0.9864\n", + "Epoch 10: val_loss did not improve from 0.03984\n", + "427/427 [==============================] - 634s 1s/step - loss: 0.0393 - accuracy: 0.9864 - val_loss: 0.0416 - val_accuracy: 0.9858 - lr: 0.0010\n", + "Epoch 11/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0394 - accuracy: 0.9859\n", + "Epoch 11: val_loss did not improve from 0.03984\n", + "427/427 [==============================] - 635s 1s/step - loss: 0.0394 - accuracy: 0.9859 - val_loss: 0.0560 - val_accuracy: 0.9823 - lr: 0.0010\n", + "Epoch 12/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0345 - accuracy: 0.9888\n", + "Epoch 12: val_loss did not improve from 0.03984\n", + "\n", + "Epoch 12: ReduceLROnPlateau reducing learning rate to 0.00010000000474974513.\n", + "427/427 [==============================] - 675s 2s/step - loss: 0.0345 - accuracy: 0.9888 - val_loss: 0.0414 - val_accuracy: 0.9864 - lr: 0.0010\n", + "Epoch 13/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0207 - accuracy: 0.9924\n", + "Epoch 13: val_loss improved from 0.03984 to 0.03965, saving model to best_model.h5\n", + "427/427 [==============================] - 689s 2s/step - loss: 0.0207 - accuracy: 0.9924 - val_loss: 0.0396 - val_accuracy: 0.9882 - lr: 1.0000e-04\n", + "Epoch 14/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0176 - accuracy: 0.9939\n", + "Epoch 14: val_loss improved from 0.03965 to 0.03496, saving model to best_model.h5\n", + "427/427 [==============================] - 691s 2s/step - loss: 0.0176 - accuracy: 0.9939 - val_loss: 0.0350 - val_accuracy: 0.9888 - lr: 1.0000e-04\n", + "Epoch 15/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0169 - accuracy: 0.9945\n", + "Epoch 15: val_loss did not improve from 0.03496\n", + "427/427 [==============================] - 699s 2s/step - loss: 0.0169 - accuracy: 0.9945 - val_loss: 0.0414 - val_accuracy: 0.9882 - lr: 1.0000e-04\n", + "Epoch 16/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0171 - accuracy: 0.9941\n", + "Epoch 16: val_loss did not improve from 0.03496\n", + "427/427 [==============================] - 685s 2s/step - loss: 0.0171 - accuracy: 0.9941 - val_loss: 0.0354 - val_accuracy: 0.9894 - lr: 1.0000e-04\n", + "Epoch 17/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0174 - accuracy: 0.9945\n", + "Epoch 17: val_loss did not improve from 0.03496\n", + "\n", + "Epoch 17: ReduceLROnPlateau reducing learning rate to 1.0000000474974514e-05.\n", + "427/427 [==============================] - 679s 2s/step - loss: 0.0174 - accuracy: 0.9945 - val_loss: 0.0405 - val_accuracy: 0.9876 - lr: 1.0000e-04\n", + "Epoch 18/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0148 - accuracy: 0.9955\n", + "Epoch 18: val_loss did not improve from 0.03496\n", + "427/427 [==============================] - 687s 2s/step - loss: 0.0148 - accuracy: 0.9955 - val_loss: 0.0387 - val_accuracy: 0.9882 - lr: 1.0000e-05\n", + "Epoch 19/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0152 - accuracy: 0.9952\n", + "Epoch 19: val_loss did not improve from 0.03496\n", + "427/427 [==============================] - 692s 2s/step - loss: 0.0152 - accuracy: 0.9952 - val_loss: 0.0385 - val_accuracy: 0.9888 - lr: 1.0000e-05\n", + "Epoch 20/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0153 - accuracy: 0.9953\n", + "Epoch 20: val_loss did not improve from 0.03496\n", + "\n", + "Epoch 20: ReduceLROnPlateau reducing learning rate to 1.0000000656873453e-06.\n", + "427/427 [==============================] - 658s 2s/step - loss: 0.0153 - accuracy: 0.9953 - val_loss: 0.0386 - val_accuracy: 0.9882 - lr: 1.0000e-05\n", + "Epoch 21/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0161 - accuracy: 0.9948\n", + "Epoch 21: val_loss did not improve from 0.03496\n", + "427/427 [==============================] - 635s 1s/step - loss: 0.0161 - accuracy: 0.9948 - val_loss: 0.0386 - val_accuracy: 0.9882 - lr: 1.0000e-06\n", + "Epoch 22/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0158 - accuracy: 0.9950\n", + "Epoch 22: val_loss did not improve from 0.03496\n", + "427/427 [==============================] - 636s 1s/step - loss: 0.0158 - accuracy: 0.9950 - val_loss: 0.0386 - val_accuracy: 0.9882 - lr: 1.0000e-06\n", + "Epoch 23/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0148 - accuracy: 0.9955\n", + "Epoch 23: val_loss did not improve from 0.03496\n", + "\n", + "Epoch 23: ReduceLROnPlateau reducing learning rate to 1.0000001111620805e-07.\n", + "427/427 [==============================] - 635s 1s/step - loss: 0.0148 - accuracy: 0.9955 - val_loss: 0.0385 - val_accuracy: 0.9882 - lr: 1.0000e-06\n", + "Epoch 24/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0155 - accuracy: 0.9952\n", + "Epoch 24: val_loss did not improve from 0.03496\n", + "427/427 [==============================] - 634s 1s/step - loss: 0.0155 - accuracy: 0.9952 - val_loss: 0.0385 - val_accuracy: 0.9882 - lr: 1.0000e-07\n", + "Epoch 25/25\n", + "427/427 [==============================] - ETA: 0s - loss: 0.0154 - accuracy: 0.9953\n", + "Epoch 25: val_loss did not improve from 0.03496\n", + "427/427 [==============================] - 622s 1s/step - loss: 0.0154 - accuracy: 0.9953 - val_loss: 0.0383 - val_accuracy: 0.9882 - lr: 1.0000e-07\n" + ] + } + ], + "source": [ + "history = model.fit(\n", + " train_generator,\n", + " steps_per_epoch = nb_train_samples // batch_size,\n", + " epochs = epochs,\n", + " validation_data = validation_generator,\n", + " validation_steps = nb_validation_samples // batch_size,\n", + " callbacks = [es, mc, lr_red])" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "f2b819e1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_keys(['loss', 'accuracy', 'val_loss', 'val_accuracy', 'lr'])\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Printeamos las gráficas de acc y loss\n", + "print(history.history.keys())\n", + "\n", + "# acc\n", + "plt.plot(history.history['accuracy'])\n", + "plt.plot(history.history['val_accuracy'])\n", + "plt.title('model accuracy')\n", + "plt.ylabel('accuracy')\n", + "plt.xlabel('epoch')\n", + "plt.legend(['train', 'val'], loc='upper left')\n", + "plt.show()\n", + "\n", + "# loss\n", + "plt.plot(history.history['loss'])\n", + "plt.plot(history.history['val_loss'])\n", + "plt.title('model loss')\n", + "plt.ylabel('loss')\n", + "plt.xlabel('epoch')\n", + "plt.legend(['train', 'val'], loc='upper left')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e427a863", + "metadata": {}, + "outputs": [], + "source": [ + "# Guardamos el modelo\n", + "model.save(\n", + " '../../model/classification/image_classification_CNN.h5',\n", + " overwrite=True,\n", + " include_optimizer=True,\n", + " save_format=None,\n", + " signatures=None,\n", + " options=None,\n", + " save_traces=True,\n", + ")" + ] + } + ], + "metadata": { + "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": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Code/split_folders.ipynb b/Code/split_folders.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..c3cae0dec28b0c960cba514836ae8ec6dea0a16a --- /dev/null +++ b/Code/split_folders.ipynb @@ -0,0 +1,37 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "e19390e2", + "metadata": {}, + "outputs": [], + "source": [ + "import splitfolders\n", + "\n", + "splitfolders.ratio('../../PBC_dataset_normal_DIB', output = \"../../PCB_Dataset_Split\", seed = 42, ratio = (0.8, 0.1, 0.1)) " + ] + } + ], + "metadata": { + "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": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Code/test_model_CNN.ipynb b/Code/test_model_CNN.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..085528d962c1d51d743193c9c9d7b87f874cbd1e --- /dev/null +++ b/Code/test_model_CNN.ipynb @@ -0,0 +1,292 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "8870f399", + "metadata": {}, + "outputs": [], + "source": [ + "from keras.models import load_model\n", + "from tensorflow.keras.utils import load_img\n", + "from keras.preprocessing.image import ImageDataGenerator\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "9a2915f5", + "metadata": {}, + "outputs": [], + "source": [ + "# Leemos el modelo guardado\n", + "model = load_model('../../model/classification/image_classification_CNN.h5')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "501c48e4", + "metadata": {}, + "outputs": [], + "source": [ + "test_data_dir = '../../dataset/classification/PCB_Dataset_Split/test'\n", + "size = (360, 363)\n", + "batch_size = 16" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "ec6d2697", + "metadata": {}, + "outputs": [], + "source": [ + "# Leemos una imagen del conjunto de test \n", + "image = load_img('../../dataset/classification/PCB_Dataset_Split/val/neutrophil/BNE_191041.jpg', target_size = size)\n", + "img = np.array(image)\n", + "img = img / 255.0\n", + "img = img.reshape(1, 360, 363, 3)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "2c0b3968", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1/1 [==============================] - 0s 26ms/step\n" + ] + } + ], + "source": [ + "# Predecimos la clase a la que pertenece\n", + "label = model.predict(img)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "fa8f3dfc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "neutrophil\n" + ] + } + ], + "source": [ + "# Mapeamos la predicción con el nombre de la salida\n", + "label_names = ['basophil', 'eosinophil', 'erythroblast', 'ig', 'lymphocyte', 'monocyte', 'neutrophil', 'platelet']\n", + "print(label_names[np.argmax(label)])" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d0c66ac3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[6.6474173e-04, 4.9071365e-05, 1.1076842e-03, 2.6778722e-02,\n", + " 5.4529850e-05, 3.3029503e-06, 9.7134173e-01, 3.2414894e-07]],\n", + " dtype=float32)" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "label" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "adb21285", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Found 1716 images belonging to 8 classes.\n" + ] + } + ], + "source": [ + "test_datagen = ImageDataGenerator(rescale = 1. / 255)\n", + "test_generator = test_datagen.flow_from_directory(test_data_dir,\n", + " target_size = size,\n", + " batch_size = batch_size,\n", + " shuffle = False,\n", + " class_mode = 'categorical')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "62499652", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\shiru\\AppData\\Local\\Temp\\ipykernel_8692\\558093203.py:1: UserWarning: `Model.evaluate_generator` is deprecated and will be removed in a future version. Please use `Model.evaluate`, which supports generators.\n", + " test_score = model.evaluate_generator(test_generator, batch_size)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[INFO] accuracy: 98.44%\n", + "[INFO] Loss: 0.1844080686569214\n" + ] + } + ], + "source": [ + "test_score = model.evaluate_generator(test_generator, batch_size)\n", + "\n", + "print(\"[INFO] accuracy: {:.2f}%\".format(test_score[1] * 100))\n", + "print(\"[INFO] Loss: \",test_score[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "3be33f81", + "metadata": {}, + "outputs": [], + "source": [ + "#Plot the confusion matrix. Set Normalize = True/False\n", + "\n", + "def plot_confusion_matrix(cm, classes, normalize=True, title='Confusion matrix', cmap=plt.cm.Blues):\n", + " \"\"\"\n", + " This function prints and plots the confusion matrix.\n", + " Normalization can be applied by setting `normalize=True`.\n", + " \"\"\"\n", + " plt.figure(figsize=(10,10))\n", + " plt.imshow(cm, interpolation='nearest', cmap=cmap)\n", + " plt.title(title)\n", + " plt.colorbar()\n", + " tick_marks = np.arange(len(classes))\n", + " plt.xticks(tick_marks, classes, rotation=45)\n", + " plt.yticks(tick_marks, classes)\n", + " \n", + " if normalize:\n", + " cm = cm.astype('float') / cm.sum(axis=1)[:, np.newaxis]\n", + " cm = np.around(cm, decimals=2)\n", + " cm[np.isnan(cm)] = 0.0\n", + " print(\"Normalized confusion matrix\")\n", + " else:\n", + " print('Confusion matrix, without normalization')\n", + " \n", + " thresh = cm.max() / 2.\n", + " for i, j in itertools.product(range(cm.shape[0]), range(cm.shape[1])):\n", + " plt.text(j, i, cm[i, j],\n", + " horizontalalignment=\"center\",\n", + " color=\"white\" if cm[i, j] > thresh else \"black\")\n", + " plt.tight_layout()\n", + " plt.ylabel('True label')\n", + " plt.xlabel('Predicted label')#Print the Target names" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "dfba2244", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "108/108 [==============================] - 10s 93ms/step\n", + "Confusion Matrix\n", + "Confusion matrix, without normalization\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#Print the Target names\n", + "from sklearn.metrics import classification_report, confusion_matrix\n", + "import itertools \n", + "\n", + "#shuffle=False\n", + "\n", + "target_names = []\n", + "for key in test_generator.class_indices:\n", + " target_names.append(key)\n", + "\n", + "# print(target_names)#Confution Matrix\n", + "Y_pred = model.predict(test_generator)\n", + "y_pred = np.argmax(Y_pred, axis=1)\n", + "print('Confusion Matrix')\n", + "\n", + "cm = confusion_matrix(test_generator.classes, y_pred)\n", + "plot_confusion_matrix(cm, target_names, title='Confusion Matrix', normalize=False)\n", + "\n", + "#Print Classification Report\n", + "#print('Classification Report')\n", + "#print(classification_report(test_generator.classes, y_pred, target_names=target_names))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e49a4c65", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "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": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Code/test_model_VGG19.ipynb b/Code/test_model_VGG19.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..e64473803c18a42531c3569c037c9e8139739ca9 --- /dev/null +++ b/Code/test_model_VGG19.ipynb @@ -0,0 +1,265 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "8870f399", + "metadata": {}, + "outputs": [], + "source": [ + "from keras.models import load_model\n", + "from tensorflow.keras.utils import load_img\n", + "from keras.preprocessing.image import ImageDataGenerator\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9a2915f5", + "metadata": {}, + "outputs": [], + "source": [ + "# Leemos el modelo guardado\n", + "model = load_model('../../model/classification/vgg19_trainable_true_best_model.h5')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "501c48e4", + "metadata": {}, + "outputs": [], + "source": [ + "test_data_dir = '../../dataset/classification/PCB_Dataset_Split/test'\n", + "size = (224, 224)\n", + "batch_size = 32" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "adb21285", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Found 1716 images belonging to 8 classes.\n" + ] + } + ], + "source": [ + "test_datagen = ImageDataGenerator(rescale = 1. / 255)\n", + "test_generator = test_datagen.flow_from_directory(test_data_dir,\n", + " target_size = size,\n", + " keep_aspect_ratio = True,\n", + " batch_size = batch_size,\n", + " shuffle = False,\n", + " class_mode = 'categorical')" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "62499652", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\shiru\\AppData\\Local\\Temp\\ipykernel_19588\\558093203.py:1: UserWarning: `Model.evaluate_generator` is deprecated and will be removed in a future version. Please use `Model.evaluate`, which supports generators.\n", + " test_score = model.evaluate_generator(test_generator, batch_size)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[INFO] accuracy: 99.32%\n", + "[INFO] Loss: 0.020894860848784447\n" + ] + } + ], + "source": [ + "test_score = model.evaluate_generator(test_generator, batch_size)\n", + "\n", + "print(\"[INFO] accuracy: {:.2f}%\".format(test_score[1] * 100))\n", + "print(\"[INFO] Loss: \",test_score[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3be33f81", + "metadata": {}, + "outputs": [], + "source": [ + "#Plot the confusion matrix. Set Normalize = True/False\n", + "\n", + "def plot_confusion_matrix(cm, classes, normalize=True, title='Confusion matrix', cmap=plt.cm.Blues):\n", + " \"\"\"\n", + " This function prints and plots the confusion matrix.\n", + " Normalization can be applied by setting `normalize=True`.\n", + " \"\"\"\n", + " plt.figure(figsize=(10,10))\n", + " plt.imshow(cm, interpolation='nearest', cmap=cmap)\n", + " plt.title(title)\n", + " plt.colorbar()\n", + " tick_marks = np.arange(len(classes))\n", + " plt.xticks(tick_marks, classes, rotation=45)\n", + " plt.yticks(tick_marks, classes)\n", + " \n", + " if normalize:\n", + " cm = cm.astype('float') / cm.sum(axis=1)[:, np.newaxis]\n", + " cm = np.around(cm, decimals=2)\n", + " cm[np.isnan(cm)] = 0.0\n", + " print(\"Normalized confusion matrix\")\n", + " else:\n", + " print('Confusion matrix, without normalization')\n", + " \n", + " thresh = cm.max() / 2.\n", + " for i, j in itertools.product(range(cm.shape[0]), range(cm.shape[1])):\n", + " plt.text(j, i, cm[i, j],\n", + " horizontalalignment=\"center\",\n", + " color=\"white\" if cm[i, j] > thresh else \"black\")\n", + " plt.tight_layout()\n", + " plt.ylabel('True label')\n", + " plt.xlabel('Predicted label')#Print the Target names" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "a252f5c6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "54/54 [==============================] - 32s 598ms/step\n", + "Confusion Matrix\n", + "Confusion matrix, without normalization\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#Print the Target names\n", + "from sklearn.metrics import classification_report, confusion_matrix\n", + "import itertools \n", + "\n", + "#shuffle=False\n", + "\n", + "target_names = []\n", + "for key in test_generator.class_indices:\n", + " target_names.append(key)\n", + "\n", + "# print(target_names)#Confution Matrix\n", + "Y_pred = model.predict(test_generator)\n", + "y_pred = np.argmax(Y_pred, axis=1)\n", + "print('Confusion Matrix')\n", + "\n", + "cm = confusion_matrix(test_generator.classes, y_pred)\n", + "plot_confusion_matrix(cm, target_names, title='Confusion Matrix', normalize=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "dfba2244", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "108/108 [==============================] - 10s 93ms/step\n", + "Confusion Matrix\n", + "Confusion matrix, without normalization\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#Print the Target names\n", + "from sklearn.metrics import classification_report, confusion_matrix\n", + "import itertools \n", + "\n", + "#shuffle=False\n", + "\n", + "target_names = []\n", + "for key in test_generator.class_indices:\n", + " target_names.append(key)\n", + "\n", + "# print(target_names)#Confution Matrix\n", + "Y_pred = model.predict(test_generator)\n", + "y_pred = np.argmax(Y_pred, axis=1)\n", + "print('Confusion Matrix')\n", + "\n", + "cm = confusion_matrix(test_generator.classes, y_pred)\n", + "plot_confusion_matrix(cm, target_names, title='Confusion Matrix', normalize=False)\n", + "\n", + "#Print Classification Report\n", + "#print('Classification Report')\n", + "#print(classification_report(test_generator.classes, y_pred, target_names=target_names))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e49a4c65", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "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": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/README.md b/README.md index 3a05d66ce04e6cc8e63980534d34f85839b1d41a..52867d2ee33d52e2b9c0c318d1997b223dd57b94 100644 --- a/README.md +++ b/README.md @@ -1,12 +1,9 @@ ---- -title: ClassificationPeriphealBloodCell -emoji: 🔥 -colorFrom: gray -colorTo: purple -sdk: streamlit -sdk_version: 1.17.0 -app_file: app.py -pinned: false ---- +# ClassificationPeripheralBloodCell +TFM master SaturdaysAI creado por María Ortiz, Jorge González y Silvia García + +Link to dataset: https://data.mendeley.com/datasets/snkd93bnjr/1 + +Link to streamlit: https://https://streamlit.io/ + +Link to medium article: https://medium.com/saturdays-ai/classification-peripheral-blood-cell-b638754a5c29 -Check out the configuration reference at https://huggingface.co./docs/hub/spaces-config-reference diff --git a/about_pj.py b/about_pj.py new file mode 100644 index 0000000000000000000000000000000000000000..bb2006e2661450dcb05a23d3dd748306c547a44c --- /dev/null +++ b/about_pj.py @@ -0,0 +1,89 @@ +# -*- coding: utf-8 -*- +""" +Created on Tue Dec 27 16:16:06 2022 + +@author: Usuario +""" +import streamlit as st +import imagen_subida as ims + + +#ABout the project! +#def add_bg_from_url(): +# st.markdown( +# f""" +# +# """, +# unsafe_allow_html=True +# ) + +#add_bg_from_url() + +def textito(idioma): + + if idioma == 1: + st.title('About the project') + container = st.container() + st.markdown('

This project of Peripheral Blood Cells Classification have been made by Silvia García, María Ortiz and Jorge González (more information in About us button), for Final Master''s Thesis of the 3th Edition master''s degree in Deep Learning from SaturdaysAI.

', unsafe_allow_html=True) + + st.markdown('

In this project, attention has been focused on the automation of the classification of peripheral blood cells using the Transfer Learning methodology, which consists of using a pre-trained artificial intelligence model, in this case the vgg19 model, and training it with an image dataset composed of 8 different classes (basophils, eosinophils, erythroblasts, immature granulocytes, lymphocytes, monocytes, neutrophils, and platelets) of different cell types.

', unsafe_allow_html=True) + st.markdown('

The vgg19 pre-trained network architecture; a variant of the vgg model, consisting of 19 layers (16 convolutional and 3 connected layers, 5 MaxPool layers and one Softmax layer). The following image represents the structure of this network:

', unsafe_allow_html=True) + + st.image('./images/vgg19.png', use_column_width= True) + st.markdown('

The results obtained were quite promising with a percentage of accuracy in the classification higher than 99% in all classes.

', unsafe_allow_html=True) + + st.image('./images/confusion_matrix.png', use_column_width= True) + st.markdown('

This confusion matrix indicates the accuracy of the model when classifying cell types. As can be seen, the vgg19 model predicts the different images with great accuracy.

', unsafe_allow_html=True) + + + st.markdown('

Tensorflow Projector (https://projector.tensorflow.org/) is a visual tool that allows us to interact and analyze multidimensional data (embeddings) and project them into a two- or three-dimensional space. Each embedding is represented by a point that has a certain position in space and these will form certain clusters based on a similarity score. Thanks to this tool, we are able to observe how the model is capable of distinguishing the different classes (ig, leukocytes, etc), and where it has the greatest problems in distinguishing them through the appearance of certain points of different classes within a cluster of a different class.

', unsafe_allow_html=True) + st.markdown('

Dimensionality reduction methods such as t-stochastic neighbor embedding (t-SNE) allow us to visualize our embeddings in a three-dimensional way, constructing a probability distribution over pairs of embeddings in space, such that the most similar ones are more likely to be included in each other. the same cluster, reducing the dimensionality of the sample.

', unsafe_allow_html=True) + + + st.image('./images/tensor.png', use_column_width= True) + st.markdown('

As can be seen in this figure, there are various insertions of certain groups within clusters belonging to other classes. In this case, the model is more confused giving a correct classification when dealing with neutrophils and immature granulocytes. Other notable insertions are erythroblasts, which are confused with platelets, neutrophils with basophils, and immature granulocytes with monocytes. Even so, the precision of the model when classifying the different cell types is very high.

', unsafe_allow_html=True) + + + + else: + st.title('Acerca del proyecto') + container = st.container() + #text_ini = '**Este trabajo de clasificación de células sanguíneas periféricas es un proyecto realizado por Silvia García, María Ortiz y Jorge González (más información en el apartado *Sobre nosotros*), para el Trabajo de Fin de Máster de la tercera edición del máster en Deep Learning de SaturdaysAI.**' + st.markdown('

Este trabajo de clasificación de células sanguíneas periféricas es un proyecto realizado por Silvia García, María Ortiz y Jorge González (más información en el apartado Sobre nosotros), para el Trabajo de Fin de Máster de la tercera edición del máster en Deep Learning de SaturdaysAI.

', unsafe_allow_html=True) + + st.markdown('

En este proyecto, se ha centrado la atención a la automatización de la clasificación de células sanguíneas periféricas utilizando la metodología de Transfer Learning, la cual consiste en utilizar un modelo de inteligencia artificial pre-entrenado, en este caso el modelo vgg19, y entrenarlo con un dataset de imágenes compuesto por 8 clases diferentes (basófilos, eosinófilos, eritroblastos, granulocitos inmaduros, linfocitos, monocitos, neutrófilos y plaquetas) de diferentes tipos celulares.

', unsafe_allow_html=True) + st.markdown('

La arquitectura de red pre-entrenada vgg19; una variante del modelo vgg, que consta de 19 capas (16 de convolución y 3 capas conectadas, 5 capas de MaxPool y una de Softmax). La siguiente imagen representa la estructura de esta red:

', unsafe_allow_html=True) + + #st.write(text_ini) + # text1 = 'En este proyecto, se ha centrado la atención a la automatización de la clasificación de células sanguíneas periféricas utilizando la metodología de *Transfer Learning*, la cual consiste en utilizar un modelo de inteligencia artificial pre-entrenado, en este caso el modelo *vgg19*, y entrenarlo con un dataset de imágenes compuesto por 8 clases diferentes (basófilos, eosinófilos, eritroblastos, granulocitos inmaduros, linfocitos, monocitos, neutrófilos y plaquetas) de diferentes tipos celulares.' + # = 'La arquitectura de red pre-entrenada *vgg19*; una variante del modelo *vgg*, que consta de 19 capas (16 de convolución y 3 capas conectadas, 5 capas de MaxPool y una de Softmax). La siguiente imagen representa la estructura de esta red:' + # st.write(text1) + #st.write(text2) + st.image('./images/vgg19.png', use_column_width= True) + st.markdown('

Los resultados obtenidos, fueron bastante prometedores con un porcentaje de precisión en la clasificación superior al 99% en todas las clases.

', unsafe_allow_html=True) + + #text3 = 'Los resultados obtenidos, fueron bastante prometedores con un porcentaje de precisión en la clasificación superior al 99% en todas las clases.' + #st.write(text3) + st.image('./images/confusion_matrix.png', use_column_width= True) + st.markdown('

Esta matriz de confusión nos indica la precisión del modelo a la hora de clasificar los tipos celulares. Como se puede observar, el modelo vgg19 predice con gran exactitud las diferentes imágenes.

', unsafe_allow_html=True) + + st.markdown('

Tensorflow Projector (https://projector.tensorflow.org/) es una herramienta visual que nos permite interactuar y analizar datos multidimensionales (embeddings) y proyectarlos en un espacio bi o tridimensional. Cada embedding es representado por un punto que tiene una posición determinada en el espacio y estos formarán determinados clusters basándose en una puntuación de similitud. Gracias a esta herramienta, somos capaces de observar cómo el modelo es capaz de distinguir las diferentes clases (ig, leucocitos, etc), y dónde tiene los mayores problemas para distinguirlas mediante la aparición de ciertos puntos de diferentes clases dentro de un cluster de una clase diferente.

', unsafe_allow_html=True) + st.markdown('

Métodos de reducción de dimensionalidad como t-stochastic neighbor embedding (t-SNE) nos permiten visualizar nuestros embeddings de manera tridimensional, construyendo una distribución de probabilidad sobre parejas de embeddings en el espacio, de forma que los más similares son más probables de incluirse en un mismo cluster, reduciendo la dimensionalidad de la muestra.

', unsafe_allow_html=True) + + #text4 = 'Esta matriz de confusión nos indica la precisión del modelo a la hora de clasificar los tipos celulares. Como se puede observar, el modelo *vgg19* predice con gran exactitud las diferentes imágenes.' + #st.write(text4) + #text5 = 'Tensorflow Projector (https://projector.tensorflow.org/) es una herramienta visual que nos permite interactuar y analizar datos multidimensionales (embeddings) y proyectarlos en un espacio bi o tridimensional. Cada embedding es representado por un punto que tiene una posición determinada en el espacio y estos formarán determinados clusters basándose en una puntuación de similitud. Gracias a esta herramienta, somos capaces de observar cómo el modelo es capaz de distinguir las diferentes clases (ig, leucocitos, etc), y dónde tiene los mayores problemas para distinguirlas mediante la aparición de ciertos puntos de diferentes clases dentro de un cluster de una clase diferente. ' + #st.write(text5) + #text6 = 'Métodos de reducción de dimensionalidad como t-stochastic neighbor embedding (t-SNE) nos permiten visualizar nuestros embeddings de manera tridimensional, construyendo una distribución de probabilidad sobre parejas de embeddings en el espacio, de forma que los más similares son más probables de incluirse en un mismo cluster, reduciendo la dimensionalidad de la muestra. ' + #st.write(text6) + st.image('./images/tensor.png', use_column_width= True) + st.markdown('

Como se puede observar en esta figura, existen diversas inserciones de ciertos grupos dentro de clusters pertenecientes a otras clases. En este caso, el modelo se encuentra más confuso dando una clasificación correcta cuando se trata de neutrófilos y granulocitos inmaduros. Otras inserciones destacables son los eritroblastos, que son confundidos con plaquetas, los neutrófilos con basófilos, y los granulocitos inmaduros con monocitos. Aun así, la precisión del modelo a la hora de clasificar los diferentes tipos celulares es muy alta.

', unsafe_allow_html=True) + + #text7 = 'Como se puede observar en esta figura, existen diversas inserciones de ciertos grupos dentro de clusters pertenecientes a otras clases. En este caso, el modelo se encuentra más confuso dando una clasificación correcta cuando se trata de neutrófilos y granulocitos inmaduros. Otras inserciones destacables son los eritroblastos, que son confundidos con plaquetas, los neutrófilos con basófilos, y los granulocitos inmaduros con monocitos. Aun así, la precisión del modelo a la hora de clasificar los diferentes tipos celulares es muy alta.' + #st.write(text7) \ No newline at end of file diff --git a/about_us.py b/about_us.py new file mode 100644 index 0000000000000000000000000000000000000000..fe42f36d20f7feaf6346b61c9c08c1758bfda1c5 --- /dev/null +++ b/about_us.py @@ -0,0 +1,99 @@ +# -*- coding: utf-8 -*- +""" +Created on Fri Dec 30 11:31:47 2022 + +@author: Usuario +""" + +import streamlit as st +from tensorflow.keras.utils import load_img +import streamlit.components.v1 as components + +target_size = (224,224) + +def person(url):#(im_path, name, text): + #im = load_img(im_path, target_size = target_size) + #st.markdown ("

name

", unsafe_allow_html=True) + #components.html( + # """ + #
+ # name + #
+ #""", + #name) + + #st.header(name) + #st.markdown (""{}"".format(name), unsafe_allow_html=True)) + #st.image(im) + url + st.image(url, width = 100, use_column_width= True ) + #text = '' + #st.write(text, use_column_width = True) + '[![Follow](https://img.shields.io/badge/LinkedIn-0077B5?style=for-the-badge&logo=linkedin&logoColor=white)](https://es.linkedin.com/in/mar%C3%ADa-ortiz-rodr%C3%ADguez-595964165)' + +def unodinoi(idioma): + if idioma == 1: + st.title('About the team') + col1, col2, col3 = st.columns([100,100,100]) + + with col1: + nombre1 = st.markdown('

María Ortiz Rodríguez

', unsafe_allow_html=True) + + # text = """**B.S in Experimental Sciences, + # M.S in Computational Biology, and actually PhD student in Biophysics. + #Her work is focused on understanding the stoichiometry and dynamics of the human mitochondrial DNA replication machinery.**""" + #text = '''**Graduated in Experimental Sciences from Universidad Rey Juan Carlos and Master in Computational Biology from Universidad Politécnica de Madrid. Currently PhD student in Molecular Motors Lab at IMDEA Nanoscience, where she studies the mechano-chemistry of the molecular motors using single-molecule techniques.** ''' + + image1 = 'https://media.licdn.com/dms/image/C4D03AQG-uP0d65Xmxg/profile-displayphoto-shrink_800_800/0/1633675482831?e=1678320000&v=beta&t=4tSZ3b3ZqM6-1BImm5TFqMpiOMdP_g2JLIQvH6631bk' + #image = load_img('https://media.licdn.com/dms/image/C4D03AQG-uP0d65Xmxg/profile-displayphoto-shrink_800_800/0/1633675482831?e=1678320000&v=beta&t=4tSZ3b3ZqM6-1BImm5TFqMpiOMdP_g2JLIQvH6631bk') + person(image1) + text = st.markdown('

Graduated in Experimental Sciences from Universidad Rey Juan Carlos and Master in Computational Biology from Universidad Politécnica de Madrid. Currently PhD student in Molecular Motors Lab at IMDEA Nanoscience, where she studies the mechano-chemistry of the molecular motors using single-molecule techniques.

', unsafe_allow_html=True) + + + with col2: + nombre2 = st.markdown('

Jorge González Sierra

', unsafe_allow_html=True) + + image2 = 'https://media.licdn.com/dms/image/C4E03AQEhOy-LzpixAg/profile-displayphoto-shrink_800_800/0/1655383235096?e=1678320000&v=beta&t=WQsyJ1eJvxvnI6Z7-WgOYebRYlPwOtQARVVqAOYTPZQ' + #text = '''**Graduated in Environmental Sciences from the Universidad Autonoma de Madrid and Master in Industrial and Environmental Biotechnology from the Universidad Complutense de Madrid and MBA from the Universidad Francisco de Vitoria. Currently pursuing a PhD in biofuels for aviation and high value-added bioproducts at the Universidad Rey Juan Carlos de Madrid.**''' + + person(image2) + text = st.markdown('

Graduated in Environmental Sciences from the Universidad Autonoma de Madrid and Master in Industrial and Environmental Biotechnology from the Universidad Complutense de Madrid and MBA from the Universidad Francisco de Vitoria. Currently pursuing a PhD in biofuels for aviation and high value-added bioproducts at the Universidad Rey Juan Carlos de Madrid.

', unsafe_allow_html=True) + + with col3: + #nombre3 = st.markdown ("Silvia García Hernández ", unsafe_allow_html=True) + nombre3 = st.markdown('

Silvia García Hernández

', unsafe_allow_html=True) + + image3 = 'https://media.licdn.com/dms/image/C4D03AQFxqX-hVzyPzQ/profile-displayphoto-shrink_800_800/0/1659343843421?e=1678320000&v=beta&t=GAi23Hg4GSvuf1kPjUCkcZ0r3psZ3Ure9_0SXNedW1U' + #text = '''**Graduated in Electronic Engineering from the University of La Laguna and Master in Artificial Intelligence from the University of Las Palmas. Currently working as Data Scientist at EVM Group where she leads the technical decisions in Artificial Intelligence for projects under development. As fundamental pillars in the professional field, she has continuous learning and help in the development of technological-social initiatives, which is why she is a member of both AdaLoveDev and Python Canarias, and has made presentations at the AdaLoversConf and CESINF VIII events. She enjoys learning and coding in any field related to Data.**''' + person(image3) + text = st.markdown('

Graduated in Electronic Engineering from the University of La Laguna and Master in Artificial Intelligence from the University of Las Palmas. Currently working as Data Scientist at EVM Group where she leads the technical decisions in Artificial Intelligence for projects under development. As fundamental pillars in the professional field, she has continuous learning and help in the development of technological-social initiatives, which is why she is a member of both AdaLoveDev and Python Canarias, and has made presentations at the AdaLoversConf and CESINF VIII events. She enjoys learning and coding in any field related to Data.

', unsafe_allow_html=True) + + else: + st.title('Sobre nosotros') + col1, col2, col3 = st.columns([100,100,100]) + + with col1: + nombre1 = st.markdown('

María Ortiz Rodríguez

', unsafe_allow_html=True) + + #text = ''' **Graduada en Ciencias Experimentales por la Universidad Rey Juan Carlos y Máster en Biología Computacional por la Universidad Politécnica de Madrid. Actualmente realizando el doctorado en Molecular Motors Manipulation Lab en IMDEA Nanociencia, donde estudia la mecano-química de los motores moleculares mediante el uso de las técnica de moléculas individuales.**''' + image1 = 'https://media.licdn.com/dms/image/C4D03AQG-uP0d65Xmxg/profile-displayphoto-shrink_800_800/0/1633675482831?e=1678320000&v=beta&t=4tSZ3b3ZqM6-1BImm5TFqMpiOMdP_g2JLIQvH6631bk' + person(image1) + text = st.markdown('

Graduada en Ciencias Experimentales por la Universidad Rey Juan Carlos y Máster en Biología Computacional por la Universidad Politécnica de Madrid. Actualmente realizando el doctorado en Molecular Motors Manipulation Lab en IMDEA Nanociencia, donde estudia la mecano-química de los motores moleculares mediante el uso de las técnica de moléculas individuales.

', unsafe_allow_html=True) + + with col2: + nombre2 = st.markdown('

Jorge González Sierra

', unsafe_allow_html=True) + + image2 = 'https://media.licdn.com/dms/image/C4E03AQEhOy-LzpixAg/profile-displayphoto-shrink_800_800/0/1655383235096?e=1678320000&v=beta&t=WQsyJ1eJvxvnI6Z7-WgOYebRYlPwOtQARVVqAOYTPZQ' + #text = '''**Graduado en Ciencias Ambientales por la Universidad Autonoma de Madrid y Máster en Biotecnologia industrial y ambiental por la Universidad Complutense de Madrid y MBA por la Universidad Francisco de Vitoria. Actualmente realizando el doctorado en biocombustibles para aviación y bioproductos de alto valor añadido en la Universidad Rey Juan Carlos de Madrid.**''' + person(image2) + text = st.markdown('

Graduado en Ciencias Ambientales por la Universidad Autonoma de Madrid y Máster en Biotecnologia industrial y ambiental por la Universidad Complutense de Madrid y MBA por la Universidad Francisco de Vitoria. Actualmente realizando el doctorado en biocombustibles para aviación y bioproductos de alto valor añadido en la Universidad Rey Juan Carlos de Madrid.

', unsafe_allow_html=True) + + + with col3: + nombre3 = st.markdown('

Silvia García Hernández

', unsafe_allow_html=True) + + image3 = 'https://media.licdn.com/dms/image/C4D03AQFxqX-hVzyPzQ/profile-displayphoto-shrink_800_800/0/1659343843421?e=1678320000&v=beta&t=GAi23Hg4GSvuf1kPjUCkcZ0r3psZ3Ure9_0SXNedW1U' + #text = '''**Graduada en Ingeniería Electrónica por la Universidad de La Laguna y Máster en Inteligencia Artificial por la Universidad de Las Palmas. Actual Científica de Datos en Grupo EVM, donde lidera las decisiones técnicas en materia de Inteligencia Artificial de los proyectos en desarrollo. Como pilares fundamentales en el campo profesional posee el aprendizaje continuo y la ayuda al desarrollo de iniciativas tecnológico-sociales, razón por la cual es socia tanto de AdaLoveDev como de Python Canarias, y ha realizado ponencias en los eventos AdaLoversConf y CESINF VIII. Disfruta aprendiendo y trasteando con código sobre cualquier campo relacionado con Datos.**''' + person(image3) + text = st.markdown('

Graduada en Ingeniería Electrónica por la Universidad de La Laguna y Máster en Inteligencia Artificial por la Universidad de Las Palmas. Actual Científica de Datos en Grupo EVM, donde lidera las decisiones técnicas en materia de Inteligencia Artificial de los proyectos en desarrollo. Como pilares fundamentales en el campo profesional posee el aprendizaje continuo y la ayuda al desarrollo de iniciativas tecnológico-sociales, razón por la cual es socia tanto de AdaLoveDev como de Python Canarias, y ha realizado ponencias en los eventos AdaLoversConf y CESINF VIII. Disfruta aprendiendo y trasteando con código sobre cualquier campo relacionado con Datos.

', unsafe_allow_html=True) diff --git a/explicability.py b/explicability.py new file mode 100644 index 0000000000000000000000000000000000000000..ce9c01e168edc34e0e7c230f8ad41a20a7bc04ea --- /dev/null +++ b/explicability.py @@ -0,0 +1,104 @@ +# -*- coding: utf-8 -*- +""" +Created on Tue Dec 27 08:48:25 2022 + +@author: Usuario +""" + +from keras.models import load_model +import tensorflow as tf +from tensorflow.keras.utils import load_img, img_to_array, array_to_img +from keras.preprocessing.image import ImageDataGenerator +from keras.applications.vgg19 import preprocess_input, decode_predictions +import matplotlib.pyplot as plt + +import numpy as np +from IPython.display import Image, display +import matplotlib.cm as cm + +#http://gradcam.cloudcv.org/ +#https://keras.io/examples/vision/grad_cam/ + +def get_img_array(img_path, size): + # `img` is a PIL image of size 299x299 + img = load_img(img_path, target_size=size) + # `array` is a float32 Numpy array of shape (299, 299, 3) + array = img_to_array(img) + # We add a dimension to transform our array into a "batch" + # of size (1, 299, 299, 3) + array = np.expand_dims(array, axis=0) + return array + +def make_gradcam_heatmap(img_array, model, last_conv_layer_name, pred_index=None): + # First, we create a model that maps the input image to the activations + # of the last conv layer as well as the output predictions + grad_model = tf.keras.models.Model( + [model.inputs], [model.get_layer(last_conv_layer_name).output, model.output] + ) + + # Then, we compute the gradient of the top predicted class for our input image + # with respect to the activations of the last conv layer + with tf.GradientTape() as tape: + last_conv_layer_output, preds = grad_model(img_array) + if pred_index is None: + pred_index = tf.argmax(preds[0]) + class_channel = preds[:, pred_index] + + # This is the gradient of the output neuron (top predicted or chosen) + # with regard to the output feature map of the last conv layer + grads = tape.gradient(class_channel, last_conv_layer_output) + + # This is a vector where each entry is the mean intensity of the gradient + # over a specific feature map channel + pooled_grads = tf.reduce_mean(grads, axis=(0, 1, 2)) + + # We multiply each channel in the feature map array + # by "how important this channel is" with regard to the top predicted class + # then sum all the channels to obtain the heatmap class activation + last_conv_layer_output = last_conv_layer_output[0] + heatmap = last_conv_layer_output @ pooled_grads[..., tf.newaxis] + heatmap = tf.squeeze(heatmap) + + # For visualization purpose, we will also normalize the heatmap between 0 & 1 + heatmap = tf.maximum(heatmap, 0) / tf.math.reduce_max(heatmap) + + return heatmap.numpy() + + + +# Generate class activation heatmap +#heatmap = make_gradcam_heatmap(img_array, model, last_conv_layer_name) + + +def save_and_display_gradcam(img_path, heatmap, alpha = 0.4): + # Load the original image + img = load_img(img_path) + img = img_to_array(img) + + # Rescale heatmap to a range 0-255 + heatmap = np.uint8(255 * heatmap) + + # Use jet colormap to colorize heatmap + jet = cm.get_cmap("jet") + + # Use RGB values of the colormap + jet_colors = jet(np.arange(256))[:, :3] + jet_heatmap = jet_colors[heatmap] + + # Create an image with RGB colorized heatmap + jet_heatmap = array_to_img(jet_heatmap) + jet_heatmap = jet_heatmap.resize((img.shape[1], img.shape[0])) + jet_heatmap = img_to_array(jet_heatmap) + + # Superimpose the heatmap on original image + superimposed_img = jet_heatmap * alpha + img + superimposed_img = array_to_img(superimposed_img) + + # Save the superimposed image + #superimposed_img.save('') + + # Display Grad CAM + return superimposed_img + #display(Image(superimposed_img)) + +#save_and_display_gradcam(path_image+name_image, heatmap) \ No newline at end of file diff --git a/imagen_subida.py b/imagen_subida.py new file mode 100644 index 0000000000000000000000000000000000000000..2512bd63eb2bc71542a8637baff65f6695bc9d00 --- /dev/null +++ b/imagen_subida.py @@ -0,0 +1,215 @@ +# -*- coding: utf-8 -*- +""" +Created on Fri Dec 23 09:25:09 2022 + +@author: Usuario +""" +from keras.models import load_model +import tensorflow as tf +from tensorflow.keras.utils import load_img, img_to_array, array_to_img +from keras.preprocessing.image import ImageDataGenerator +from keras.applications.vgg19 import preprocess_input, decode_predictions +import matplotlib.pyplot as plt + +import numpy as np +from IPython.display import Image, display +import matplotlib.cm as cm + +import streamlit as st +from tensorflow.keras.utils import load_img +import pandas as pd +import matplotlib.pyplot as plt + +import numpy as np +import streamlit_toggle as tog +import explicability as ex + +from bokeh.plotting import figure +from bokeh.palettes import Category20c +from bokeh.plotting import figure, show +from bokeh.transform import cumsum + + +last_conv_layer_name = "block5_conv4" + +def resultados(uploaded_image, model, size, label_names, labs, result_text): + #st.image(uploaded_image, caption='Celula Sanguinea') + + image = load_img(uploaded_image, target_size = size) + img = np.array(image) + img = img / 255.0 + img = img.reshape(1, 224, 224, 3) + + label = model.predict(img) + #st.text([np.argmax(label)]) + score = label[0] + + + #st.write(add_text_chart) + #st.write('La imagen a analizar es la mostrada a continuación. Se podrá analizar la probabilidad de pertenencia a cada tipo de célula sanguínea, así como observar el mapa de calor generado en el apartado de explicabilidad.') + + col1, mid, col2 = st.columns([300,300,300]) + + with mid: + st.image(uploaded_image, width=220, use_column_width=False) + +#with col2: + + placeholder = st.container() + tab1, tab2 = placeholder.tabs(labs)#(["Result", "Explicability"]) + + + with tab1: + + #st.write('Aquí se muestra la probabilidad de la imagen seleccionada de pertenecer a cada clase de célula sanguínea según el modelo de Inteligencia Artificial entrenado.') + st.write(result_text[0]) + st.write(' ') + #Bokeh pie chart + pie = {label_names[0]: np.round(score[0]*100, 2), + label_names[1]: np.round(score[1]*100, 2), + label_names[2]: np.round(score[2]*100, 2), + label_names[3]: np.round(score[3]*100, 2), + label_names[4]: np.round(score[4]*100, 2), + label_names[5]: np.round(score[5]*100, 2), + label_names[6]: np.round(score[6]*100, 2), + label_names[7]: np.round(score[7]*100, 2)} + datita = pd.Series(pie).reset_index(name='value').rename(columns={'index': 'country'}) + datita['angle'] = datita['value']/datita['value'].sum() * 2*np.pi + datita['color'] = Category20c[len(datita)] + p = figure(height=350, title="", toolbar_location=None, + tools="hover", tooltips="@country: @value", x_range=(-0.5, 1.0)) + p.wedge(x=0, y=1, radius=0.4, + start_angle=cumsum('angle', include_zero=True), end_angle=cumsum('angle'), + line_color="white", fill_color='color', legend_field='country', source=datita) + st.bokeh_chart(p) + + #===================== + + col1, col2, col3, col4, = st.columns([250,250,250,250]) + col1.metric(label_names[0], str(np.round(score[0]*100, 2))+"%") + col1.metric(label_names[1], str(np.round(score[1]*100, 2))+"%") + col2.metric(label_names[2], str(np.round(score[2]*100, 2))+"%") + col2.metric(label_names[3], str(np.round(score[3]*100, 2))+"%") + col3.metric(label_names[4], str(np.round(score[4]*100, 2))+"%") + col3.metric(label_names[5], str(np.round(score[5]*100, 2))+"%") + col4.metric(label_names[6], str(np.round(score[6]*100, 2))+"%") + col4.metric(label_names[7], str(np.round(score[7]*100, 2))+"%") + +#chart = pd.DataFrame(np.array(score)*100, label_names) + #st.bar_chart(chart, use_container_width=True ) + + + #p = figure(title = '', + # x_range = label_names) + #p.vbar(x = label_names, top = np.array(score)*100) + #st.bokeh_chart(p, use_container_width= True) + + # fig, ax = plt.subplots() + # ax.bar(label_names, np.array(score)*100, color = 'red') + # st.pyplot(use_container_width = True) + + with tab2: #Explicabilidad + + #st.write('El mapa de calor generado con el algoritmo GRADCAM es el mostrado a continuación. En él se puede observar qué parte de la imagen de entrada ha sido la parte más relevante para el modelo de Inteligencia Artificial en cuanto a clasificación se refiere.') + st.write(result_text[1]) + col3, col4, col5 = st.columns([300,300,300]) + + with col4: + img_array = preprocess_input(ex.get_img_array(uploaded_image, size)) + + model.layers[-1].activation = None + heatmap = ex.make_gradcam_heatmap(img_array, model, last_conv_layer_name) + + st.image(ex.save_and_display_gradcam(uploaded_image, heatmap), use_column_width=True) + + + +def idioma(): + idiomita = tog.st_toggle_switch(label = "", + key = 'he', + default_value = True, + label_after = False, + inactive_color="#ffffff", + active_color="#ffffff", + track_color="#18202b" + ) + return idiomita + + +def change_title(idioma): + if idioma == 1: + title = st.title('Peripheral blood cells classification') + #lab = ["Result", "Explicability"] + + else: + title = st.title('Clasificación de imágenes de células sanguíneas periféricas ') + #lab = ["neeee", "bruuu"] + return title + + + +def change_labels(idioma): + if idioma == 1: + labs = ["📈 Result", "📝 Explicability"] + else: + labs = ["📈 Resultados", "📝 Explicabilidad"] + + return labs + + + + +def add_bg_from_url(): + st.markdown( + """ + + """, + unsafe_allow_html=True + ) + + + +def button_image(): + st.markdown( + f""" + + """) + + +def additional_text_chart(idioma): + if idioma == 1: + text = 'The following image is going to be analysed. In **Results** you can observe the probability that this cell has to belong to a determined blood cell type, and the color map in **Explicability**' + else: + text = 'La imagen a analizar es la mostrada a continuación. Se podrá analizar la probabilidad de pertenencia a cada tipo de célula sanguínea, así como observar el mapa de calor generado en el apartado de explicabilidad.' + + return text + +def result_text(idioma): + if idioma == 1: + textito_res = 'Here appears the probability of the input image to belong to each blood cell type depending of our IA trained model.' + textito_exp = 'The color map was generated with GRADCAM algorithm. Here you can observe which part of the input image has been the most relevant part for the IA model in terms of classification.' + textito = [textito_res, textito_exp] + else: + textito_res = 'Aquí se muestra la probabilidad de la imagen seleccionada de pertenecer a cada clase de célula sanguínea según el modelo de Inteligencia Artificial entrenado.' + textito_exp = 'El mapa de calor generado con el algoritmo GRADCAM es el mostrado a continuación. En él se puede observar qué parte de la imagen de entrada ha sido la parte más relevante para el modelo de Inteligencia Artificial en cuanto a clasificación se refiere.' + textito = [textito_res, textito_exp] + return textito + +def botoncitos(idioma): + if idioma == 1: + label_pj = 'About the project 📕' + label_us = ' About us 🧝‍♂️ ' + labelcillos = [label_pj, label_us] + else: + label_pj = 'Sobre el proyecto 📕' + label_us = ' Sobre nosotros 🧝‍♂️ ' + labelcillos = [label_pj, label_us] + return labelcillos \ No newline at end of file diff --git a/images/13435.jpg b/images/13435.jpg new file mode 100644 index 0000000000000000000000000000000000000000..2239b55c6a04dc76ca485e1de999330e9448d76e --- /dev/null +++ b/images/13435.jpg @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:c57d13a1114ba913a53baf3f2c71f5bc4d2199b981e94ed03edbd4bc4b024812 +size 2313112 diff --git a/images/18994.jpg b/images/18994.jpg new file mode 100644 index 0000000000000000000000000000000000000000..4c6df54ac3a34bc2bccaa60356c9b2160a8c43d7 Binary files /dev/null and b/images/18994.jpg differ diff --git a/images/Flag_of_the_United_Kingdom.png b/images/Flag_of_the_United_Kingdom.png new file mode 100644 index 0000000000000000000000000000000000000000..02609af071b2d9425e607fb5a0ce77513a8beb5d Binary files /dev/null and b/images/Flag_of_the_United_Kingdom.png differ diff --git a/images/United-Kingdom-Flag.png b/images/United-Kingdom-Flag.png new file mode 100644 index 0000000000000000000000000000000000000000..1dd350860619169167dbcb1398316482b8df42d2 Binary files /dev/null and b/images/United-Kingdom-Flag.png differ diff --git a/images/abstract-soft-pink-watercolor-background.zip b/images/abstract-soft-pink-watercolor-background.zip new file mode 100644 index 0000000000000000000000000000000000000000..33526f785007126bebd5d9d9566682c07521683b --- /dev/null +++ b/images/abstract-soft-pink-watercolor-background.zip @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:596d1ff1ef498a35dec91d86e8a531fd08522df657cb7468ec2aab5e21457a73 +size 10437058 diff --git a/images/abstract-soft-pink-watercolor-background/18994.eps b/images/abstract-soft-pink-watercolor-background/18994.eps new file mode 100644 index 0000000000000000000000000000000000000000..0d10fb0c6da2839a6397f14f62c56c293f8cbc09 --- /dev/null +++ b/images/abstract-soft-pink-watercolor-background/18994.eps @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:269206eb8cff3532adefd3133afc80309bd3eaa5eafda691da5c3ab7ea515fbd +size 19795410 diff --git a/images/abstract-soft-pink-watercolor-background/License free.txt b/images/abstract-soft-pink-watercolor-background/License free.txt new file mode 100644 index 0000000000000000000000000000000000000000..041dfa8e41d462bf24b990d855715e9854e2a984 --- /dev/null +++ b/images/abstract-soft-pink-watercolor-background/License free.txt @@ -0,0 +1,45 @@ +IMPORTANT NOTICE: This license only applies if you downloaded this content as +an unsubscribed user. 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+1,104 @@ +# -*- coding: utf-8 -*- +""" +Created on Fri Dec 30 11:25:05 2022 + +@author: Usuario +""" + +import imagen_subida as ims +import streamlit as st +from keras.models import load_model +from tensorflow.keras.utils import load_img +import sys +import os +import about_pj as pj +import about_us as us +import main_page as mp +#Fondo de streamlit +ims.add_bg_from_url() + +if 'param' not in st.session_state: + st.session_state.param = 1 + +def about_project(): + pj.textito(language_button) + +def ab_us(): + us.unodinoi(language_button) + +def language(): + language_button = ims.idioma() + return language_button + +def main_page(param): + + if param == 1: + mp.main_page(language_button, label_names) + + elif param == 2: + pj.textito(language_button) + + elif param == 3: + us.unodinoi(language_button) + + +#SIDEBAR OPTIONS ====================================== +with st.sidebar: + + #cambiar color de los botones + m = st.markdown(""" + """, unsafe_allow_html=True) + + param = 1 + + col1, col2, col3, col4, col5 = st.columns([20,60,40,60,20]) + + with col2: + st.image('./images/spain_flag.png', width = 60) + with col3: + language_button = language() + with col4: + st.image('./images/united_kingdom_flag.png', width = 60) + + st.markdown("***") + + _, colb, _ = st.columns([10,60,20])#([50,80,50]) + with colb: + botones = ims.botoncitos(language_button) + home = st.button(' Home 🏠 ') + project_button = st.button(label = botones[0])#(label = 'About the project 📕') + us_button = st.button(label = botones[1])#' About us 🧝‍♂️ ') + + st.markdown('---') + +#======================================================= + + + +if language_button == 1: + label_names = ['Basophil', 'Eosinophil', 'Erythroblast', 'Immature gralulocyte', 'Lymphocyte', 'Monocyte', 'Neutrophil', 'Platelet'] +else: + label_names = ['Basófilo', 'Eosinófilo', 'Eritoblasto', 'Granulocitos inmaduros', 'Linfocito', 'Monocito', 'Neutróofilo', 'Plaqueta'] + + + +if home: + st.session_state.param = 1 + st.experimental_rerun() +elif project_button: + st.session_state.param = 2 +elif us_button: + st.session_state.param = 3 + +main_page(st.session_state.param) + + diff --git a/main_page.py b/main_page.py new file mode 100644 index 0000000000000000000000000000000000000000..dcbcb6ad0b16b91fa8a10aba994228e622428271 --- /dev/null +++ b/main_page.py @@ -0,0 +1,52 @@ +# -*- coding: utf-8 -*- +""" +Created on Tue Dec 27 16:16:06 2022 + +@author: Usuario +""" +import streamlit as st +import imagen_subida as ims +from keras.models import load_model +from os import system +#Cargar el modelo +import os +import patoolib +from shutil import rmtree +from os import remove + +if os.path.isdir("./model_subir/model") == True: + rmtree("./model_subir/model/") +if os.path.isfile("./model_subir/test_model.zip") == True: + remove("./model_subir/test_model.zip") +os.system("cat ./model_subir/vgg19_trainable_true_best_model_pruebita.7z.* > ./model_subir/test_model.zip") + + +patoolib.extract_archive("./model_subir/test_model.zip",outdir="./model_subir/model/") +#model = load_model('../../../model/classification/vgg19_trainable_true_best_model.h5') +model = load_model('./model_subir/model/vgg19_trainable_true_best_model.h5') + +size = (224, 224) + +def main_page(clicked, label_names): + title = ims.change_title(clicked) + labs = ims.change_labels(clicked) + column1, column2 = st.columns(2) + holder_up = st.empty() + + with column1: + st.write('') + uploaded_image = holder_up.file_uploader('') + + holder_add_text = st.empty() + with column2: + additional_text = '' #holder_add_text.write('In order to estimate which is the classification of your image, drop your file at the left') + + if uploaded_image: + #container = st.container() + add_tex = ims.additional_text_chart(clicked) # + st.write(add_tex) + result_texts = ims.result_text(clicked) + ims.resultados(uploaded_image, model, size, label_names, labs, result_texts) + #container.markdown(res) + 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