Grad-CAM implementation.ipynb

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 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Implementation of GradCAM visualisation technique\n",
    "\n",
    "\n",
    "## Importing libraries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": "Using TensorFlow backend.\n"
    }
   ],
   "source": [
    "import keras\n",
    "from keras.applications.vgg16 import VGG16\n",
    "from keras.applications.vgg16 import preprocess_input\n",
    "from keras.applications.vgg16 import decode_predictions\n",
    "from keras.preprocessing import image\n",
    "import keras.backend as K\n",
    "import cv2\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Loading model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": "WARNING:tensorflow:From /home/suyash/.local/lib/python3.6/site-packages/keras/backend/tensorflow_backend.py:4070: The name tf.nn.max_pool is deprecated. Please use tf.nn.max_pool2d instead.\n\nModel: \"vgg16\"\n_________________________________________________________________\nLayer (type)                 Output Shape              Param #   \n=================================================================\ninput_1 (InputLayer)         (None, 224, 224, 3)       0         \n_________________________________________________________________\nblock1_conv1 (Conv2D)        (None, 224, 224, 64)      1792      \n_________________________________________________________________\nblock1_conv2 (Conv2D)        (None, 224, 224, 64)      36928     \n_________________________________________________________________\nblock1_pool (MaxPooling2D)   (None, 112, 112, 64)      0         \n_________________________________________________________________\nblock2_conv1 (Conv2D)        (None, 112, 112, 128)     73856     \n_________________________________________________________________\nblock2_conv2 (Conv2D)        (None, 112, 112, 128)     147584    \n_________________________________________________________________\nblock2_pool (MaxPooling2D)   (None, 56, 56, 128)       0         \n_________________________________________________________________\nblock3_conv1 (Conv2D)        (None, 56, 56, 256)       295168    \n_________________________________________________________________\nblock3_conv2 (Conv2D)        (None, 56, 56, 256)       590080    \n_________________________________________________________________\nblock3_conv3 (Conv2D)        (None, 56, 56, 256)       590080    \n_________________________________________________________________\nblock3_pool (MaxPooling2D)   (None, 28, 28, 256)       0         \n_________________________________________________________________\nblock4_conv1 (Conv2D)        (None, 28, 28, 512)       1180160   \n_________________________________________________________________\nblock4_conv2 (Conv2D)        (None, 28, 28, 512)       2359808   \n_________________________________________________________________\nblock4_conv3 (Conv2D)        (None, 28, 28, 512)       2359808   \n_________________________________________________________________\nblock4_pool (MaxPooling2D)   (None, 14, 14, 512)       0         \n_________________________________________________________________\nblock5_conv1 (Conv2D)        (None, 14, 14, 512)       2359808   \n_________________________________________________________________\nblock5_conv2 (Conv2D)        (None, 14, 14, 512)       2359808   \n_________________________________________________________________\nblock5_conv3 (Conv2D)        (None, 14, 14, 512)       2359808   \n_________________________________________________________________\nblock5_pool (MaxPooling2D)   (None, 7, 7, 512)         0         \n_________________________________________________________________\nflatten (Flatten)            (None, 25088)             0         \n_________________________________________________________________\nfc1 (Dense)                  (None, 4096)              102764544 \n_________________________________________________________________\nfc2 (Dense)                  (None, 4096)              16781312  \n_________________________________________________________________\npredictions (Dense)          (None, 1000)              4097000   \n=================================================================\nTotal params: 138,357,544\nTrainable params: 138,357,544\nNon-trainable params: 0\n_________________________________________________________________\n"
    }
   ],
   "source": [
    "model = VGG16(weights='imagenet')\n",
    "model.summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Preprocessing Image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "<matplotlib.image.AxesImage at 0x7f89349d2748>"
     },
     "metadata": {},
     "execution_count": 3
    },
    {
     "output_type": "display_data",
     "data": {
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\n"
     },
     "metadata": {}
    }
   ],
   "source": [
    "img = image.load_img('great_white_shark.jpg', target_size=(224, 224))\n",
    "x = image.img_to_array(img)\n",
    "x = np.expand_dims(x, axis=0)\n",
    "x = preprocess_input(x)\n",
    "plt.imshow(img)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Predicting results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": "WARNING:tensorflow:From /home/suyash/.local/lib/python3.6/site-packages/keras/backend/tensorflow_backend.py:422: The name tf.global_variables is deprecated. Please use tf.compat.v1.global_variables instead.\n\nPredictions :\n [('n01484850', 'great_white_shark', 0.982313), ('n01491361', 'tiger_shark', 0.005190771), ('n01494475', 'hammerhead', 0.0035491753)]\n"
    }
   ],
   "source": [
    "preds = model.predict(x)\n",
    "print('Predictions :\\n', decode_predictions(preds, top=3)[0])\n",
    "class_index = np.argmax(preds[0])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Main Algorithm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Getting images and layer ready\n",
    "image_output = model.output[:, class_index] # last layer (prediction) neuron which contains the same class\n",
    "last_conv_layer = model.get_layer('block5_conv3')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Generating heatmap"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "<matplotlib.image.AxesImage at 0x7f892c392710>"
     },
     "metadata": {},
     "execution_count": 6
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 288x288 with 1 Axes>",
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     },
     "metadata": {}
    }
   ],
   "source": [
    "grads = K.gradients(image_output, last_conv_layer.output)[0] # Finding gradient of predicted class wrt feature maps of last conv layer\n",
    "pooled_grads = K.mean(grads, axis=[0, 1, 2]) # Global average pooling to get neuron imp weights corresponding to the target class\n",
    "iterate = K.function([model.input], [pooled_grads, last_conv_layer.output[0]])\n",
    "\n",
    "pooled_grads_value, conv_layer_output_value = iterate([x])\n",
    "\n",
    "# Finding \"weight\" of each feature map wrt prediction of target class\n",
    "for i in range(512):\n",
    "    conv_layer_output_value[:, :, i] *= pooled_grads_value[i]\n",
    "\n",
    "heatmap = np.mean(conv_layer_output_value, axis=-1)\n",
    "\n",
    "# Applying ReLU in order to keep only the feature maps that have a positive impact on prediction\n",
    "\n",
    "for x in range(heatmap.shape[0]):\n",
    "    for y in range(heatmap.shape[1]):\n",
    "        heatmap[x, y] = np.max(heatmap[x, y], 0)\n",
    "\n",
    "# Normalising heatmap for visualising\n",
    "heatmap = np.maximum(heatmap, 0)\n",
    "heatmap /= np.max(heatmap)\n",
    "plt.matshow(heatmap)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Superimposing heatmap on original image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "image/jpeg": 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\n",
      "text/plain": "<IPython.core.display.Image object>"
     },
     "metadata": {},
     "execution_count": 7
    }
   ],
   "source": [
    "import cv2\n",
    "img = cv2.imread('great_white_shark.jpg')\n",
    "heatmap = cv2.resize(heatmap, (img.shape[1], img.shape[0]))\n",
    "heatmap = np.uint8(255 * heatmap) # Convert to RGB\n",
    "heatmap = cv2.applyColorMap(heatmap, cv2.COLORMAP_JET)\n",
    "superimposed_img = heatmap * 0.45 + img\n",
    "cv2.imwrite('superimposed image.jpg', superimposed_img)\n",
    "\n",
    "from IPython.display import Image\n",
    "Image(filename='superimposed image.jpg')"
   ]
  }
 ]
}