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Visualizer/Model/grad_cam_visualizer.ipynb @@ -0,0 +1,217 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 447 + }, + "id": "jrljJAiAHvuI", + "outputId": "ff42df9d-0473-4c1f-e9a8-0c3ca55ac573" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from IPython.display import Image, display\n", + "\n", + "import matplotlib as mpl\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import tensorflow as tf\n", + "import keras\n", + "\n", + "model_builder = keras.applications.xception.Xception\n", + "img_size = (299, 299)\n", + "preprocess_input = keras.applications.xception.preprocess_input\n", + "decode_predictions = keras.applications.xception.decode_predictions\n", + "\n", + "last_conv_layer_name = \"block14_sepconv2_act\"\n", + "\n", + "## The local path to our target image\n", + "\n", + "img_path= \"../Images/dog_and_cat.png\"\n", + "\n", + "display(Image(img_path))\n", + "def get_img_array(img_path, size):\n", + " ## `img` is a PIL image\n", + " img = keras.utils.load_img(img_path, target_size=size)\n", + " array = keras.utils.img_to_array(img)\n", + " ## We add a dimension to transform our array into a \"batch\"\n", + " array = np.expand_dims(array, axis=0)\n", + " return array\n", + "\n", + "\n", + "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 = 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", + " ## for 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", + " ## We are doing transfer learning on last 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", + " pooled_grads = tf.reduce_mean(grads, axis=(0, 1, 2))\n", + "\n", + " ## calculates a heatmap highlighting the regions of importance in an image\n", + " ## for a specific\n", + " ## predicted class by combining the output of the last convolutional layer\n", + " ## with the pooled gradients.\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\n", + " heatmap = tf.maximum(heatmap, 0) / tf.math.reduce_max(heatmap)\n", + " return heatmap.numpy()" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 541 + }, + "id": "vOt9qyFnIJZr", + "outputId": "9c124374-1052-4ac6-d4bc-2b0e952dce23" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading data from https://storage.googleapis.com/tensorflow/keras-applications/xception/xception_weights_tf_dim_ordering_tf_kernels.h5\n", + "91884032/91884032 [==============================] - 1s 0us/step\n", + "1/1 [==============================] - 4s 4s/step\n", + "Downloading data from https://storage.googleapis.com/download.tensorflow.org/data/imagenet_class_index.json\n", + "35363/35363 [==============================] - 0s 0us/step\n", + "Predicted of image: [('n02099601', 'golden_retriever', 6.8081255)]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "img_array = preprocess_input(get_img_array(img_path, size=img_size))\n", + "\n", + "## Making the model with imagenet dataset\n", + "model = model_builder(weights=\"imagenet\")\n", + "\n", + "## Remove last layer's softmax(transfer learning)\n", + "model.layers[-1].activation = None\n", + "\n", + "preds = model.predict(img_array)\n", + "print(\"Predicted of image:\", decode_predictions(preds, top=1)[0])\n", + "\n", + "## Generate class activation heatmap\n", + "heatmap = make_gradcam_heatmap(img_array, model, last_conv_layer_name)\n", + "\n", + "## visulization of heatmap\n", + "plt.matshow(heatmap)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 447 + }, + "id": "KWb3OA_vIQiF", + "outputId": "80cdd37f-4469-49be-8371-770b45f55d66" + }, + "outputs": [ + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def save_and_display_gradcam(img_path, heatmap, cam_path=\"save_cam_image.jpg\", alpha=0.4):\n", + " ## Loading the original image\n", + " img = keras.utils.load_img(img_path)\n", + " img = keras.utils.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 = mpl.colormaps[\"jet\"]\n", + "\n", + " jet_colors = jet(np.arange(256))[:, :3]\n", + " jet_heatmap = jet_colors[heatmap]\n", + "\n", + " ## Create an image with RGB colorized heatmap\n", + " jet_heatmap = keras.utils.array_to_img(jet_heatmap)\n", + " jet_heatmap = jet_heatmap.resize((img.shape[1], img.shape[0]))\n", + " jet_heatmap = keras.utils.img_to_array(jet_heatmap)\n", + "\n", + " ## Superimpose the heatmap on original image\n", + " Superimposed_img = jet_heatmap * alpha + img\n", + " Superimposed_img = keras.utils.array_to_img(Superimposed_img)\n", + "\n", + " ## Save the superimposed image\n", + " Superimposed_img.save(cam_path)\n", + "\n", + " ## Displaying Grad CAM\n", + " display(Image(cam_path))\n", + "\n", + "\n", + "save_and_display_gradcam(img_path, heatmap)" + ] + } + ], + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/GRAD CAM Visualizer/README.md b/GRAD CAM Visualizer/README.md new file mode 100644 index 000000000..98dc1484a --- /dev/null +++ b/GRAD CAM Visualizer/README.md @@ -0,0 +1,43 @@ +## GRAD-CAM Visualizer + +### Libraries used +- numpy +- keras +- matplotlib +- tensorflow + +### How to run +- Create a virtual environment using venv +- Activate the virtual environme +- Install dependencies +- Run the python notebook + +### Overview + +#### What is the Xception model +The Xception model, short for "Extreme Inception," is a deep convolutional neural network architecture. Xception builds upon the Inception architecture but replaces the standard Inception modules with depthwise separable convolutions. + +#### What is GRAD-CAM +GRAD-CAM, which stands for Gradient-weighted Class Activation Mapping, is a technique used in the field of computer vision to visualize the regions of an image that are important for a convolutional neural network's decision-making process. So GRAD-CAM can be used to explain why the Xception model is classifying that as an "Persian cat" ( Or anything else ) visually through a heatmap. + +#### Use Case +Since ML techniques like CNN are essentially "Black Boxes", it is hard for us to understand why it made that choice. Using GRAD-CAM we are able to explain why the CNN model made that particular choice that it did. It helps us to visually understand the "why" of the classification through a heatmap. So basically it helps us to understand visually on what features the CNN model is basing its decision on. + +#### Results +In the [code](https://github.com/AMS003010/DL-Simplified/blob/grad-cam-visualizer/GRAD CAM Visualizer/Model/grad_cam_visualizer.ipynb), the `Xception` model(which is a prebuilt model in keras) is loaded and the below image is taken as input and the `imagenet` weights are loaded. + +![dog_cat.png](https://github.com/AMS003010/DL-Simplified/blob/grad-cam-visualizer/GRAD CAM Visualizer/Images/dog_and_cat.png) + +The model predicts it to be a 'golden_retriever' below + +![image](https://github.com/user-attachments/assets/e044965a-655c-4aaf-b0cf-040bb86ede1b) + +The final convulation layer is extracted to calculate the gradient and it is generated as a heatmap below + +![image](https://github.com/user-attachments/assets/61af1076-f629-4536-a89b-1122b22ea549) + +Finally the input image and generated heatmap is superimposed to generate the final output below which showcases "why" the `Xception` model classifies it as a 'golden_retriever' + +![image](https://github.com/user-attachments/assets/ba06662f-b188-46b8-8863-be85066f1e95) + +So you can see the features on which the model classifies it is highlighted in the above image. \ No newline at end of file diff --git a/GRAD CAM Visualizer/requirements.txt b/GRAD CAM Visualizer/requirements.txt new file mode 100644 index 000000000..d769d803e --- /dev/null +++ b/GRAD CAM Visualizer/requirements.txt @@ -0,0 +1,58 @@ +absl-py==2.1.0 +APScheduler==3.10.4 +astunparse==1.6.3 +certifi==2024.7.4 +charset-normalizer==3.3.2 +contourpy==1.2.1 +cycler==0.12.1 +flatbuffers==24.3.25 +fonttools==4.53.1 +gast==0.6.0 +google-pasta==0.2.0 +grpcio==1.64.1 +h5py==3.11.0 +idna==3.7 +imutils==0.5.4 +install==1.3.5 +joblib==1.4.2 +keras==3.4.1 +kiwisolver==1.4.5 +libclang==18.1.1 +Markdown==3.6 +markdown-it-py==3.0.0 +MarkupSafe==2.1.5 +matplotlib==3.9.1 +mdurl==0.1.2 +ml-dtypes==0.3.2 +namex==0.0.8 +numpy==1.26.4 +opencv-python==4.10.0.84 +opt-einsum==3.3.0 +optree==0.12.1 +packaging==24.1 +pandas==1.3.5 +pillow==10.4.0 +protobuf==4.25.3 +psutil==6.0.0 +Pygments==2.18.0 +pyparsing==3.1.2 +python-dateutil==2.9.0.post0 +pytz==2024.1 +requests==2.32.3 +rich==13.7.1 +scikit-learn==1.5.1 +scipy==1.14.0 +six==1.16.0 +tensorboard==2.16.2 +tensorboard-data-server==0.7.2 +tensorflow==2.16.2 +tensorflow-intel==2.16.2 +tensorflow-io-gcs-filesystem==0.31.0 +termcolor==2.4.0 +threadpoolctl==3.5.0 +typing_extensions==4.12.2 +tzdata==2024.1 +tzlocal==5.2 +urllib3==2.2.2 +Werkzeug==3.0.3 +wrapt==1.16.0 \ No newline at end of file From 85931592eec507304920ef8e5541abb954decafa Mon Sep 17 00:00:00 2001 From: Abhijith M S <111883236+AMS003010@users.noreply.github.com> Date: Mon, 29 Jul 2024 22:38:12 +0530 Subject: [PATCH 2/2] Update README.md --- GRAD CAM Visualizer/README.md | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/GRAD CAM Visualizer/README.md b/GRAD CAM Visualizer/README.md index 98dc1484a..8ac8fa19c 100644 --- a/GRAD CAM Visualizer/README.md +++ b/GRAD CAM Visualizer/README.md @@ -24,9 +24,9 @@ GRAD-CAM, which stands for Gradient-weighted Class Activation Mapping, is a tech Since ML techniques like CNN are essentially "Black Boxes", it is hard for us to understand why it made that choice. Using GRAD-CAM we are able to explain why the CNN model made that particular choice that it did. It helps us to visually understand the "why" of the classification through a heatmap. So basically it helps us to understand visually on what features the CNN model is basing its decision on. #### Results -In the [code](https://github.com/AMS003010/DL-Simplified/blob/grad-cam-visualizer/GRAD CAM Visualizer/Model/grad_cam_visualizer.ipynb), the `Xception` model(which is a prebuilt model in keras) is loaded and the below image is taken as input and the `imagenet` weights are loaded. +In the [code](https://github.com/AMS003010/DL-Simplified/blob/grad-cam-visualizer/GRAD%20CAM%20Visualizer/Model/grad_cam_visualizer.ipynb), the `Xception` model(which is a prebuilt model in keras) is loaded and the below image is taken as input and the `imagenet` weights are loaded. -![dog_cat.png](https://github.com/AMS003010/DL-Simplified/blob/grad-cam-visualizer/GRAD CAM Visualizer/Images/dog_and_cat.png) +![dog_cat.png](https://github.com/AMS003010/DL-Simplified/blob/grad-cam-visualizer/GRAD%20CAM%20Visualizer/Images/dog_and_cat.png) The model predicts it to be a 'golden_retriever' below @@ -40,4 +40,4 @@ Finally the input image and generated heatmap is superimposed to generate the fi ![image](https://github.com/user-attachments/assets/ba06662f-b188-46b8-8863-be85066f1e95) -So you can see the features on which the model classifies it is highlighted in the above image. \ No newline at end of file +So you can see the features on which the model classifies it is highlighted in the above image.