model.ipynb

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   "display_name": "Python 3.7.9 64-bit ('cv': conda)"
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   "interpreter": {
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 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import os\n",
    "import pickle\n",
    "import re\n",
    "from skimage.io import imread, imshow, imsave\n",
    "from skimage.transform import resize\n",
    "import tensorflow as tf\n",
    "from tensorflow import keras\n",
    "from tensorflow.keras import layers, backend as K\n",
    "from tensorflow.keras.callbacks import ModelCheckpoint, EarlyStopping\n",
    "from tensorflow.keras.layers import Input, concatenate, Conv2D, MaxPooling2D, Conv2DTranspose, Dropout\n",
    "import tensorflow.keras.losses\n",
    "import tensorflow.keras.metrics\n",
    "from tensorflow.keras.models import Model\n",
    "from tensorflow.keras.optimizers import Adam\n",
    "import cv2\n",
    "from utils import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "\n",
    "K.set_image_data_format('channels_last')\n",
    "                    #initiate the variables\n",
    "smooth=1.0\n",
    "img_rows = 96\n",
    "img_cols = 96\n",
    "\n",
    "set_train, set_mask, set_test, set_test_mask  = load_images(20000)\n",
    "\n",
    "img_train= preprocessing(set_train, img_rows, img_cols, normalized=True)\n",
    "img_mask= preprocessing(set_mask, img_rows, img_cols, mask=True)\n",
    "\n",
    "test_set= preprocessing(set_test, img_rows, img_cols, normalized=True)\n",
    "test_mask_set= preprocessing(set_test_mask, img_rows, img_cols, mask=True)\n",
    "img_ROI1=[]\n",
    "mask_ROI1=[]\n",
    "img_ROI_test=[]\n",
    "mask_ROI_test=[]\n",
    "\n",
    "for i in range(len(img_mask)): #to take only the image with a region of interest (nerve)\n",
    "    if img_mask[i].sum()!=0:\n",
    "        mask_ROI1.append(img_mask[i])\n",
    "        img_ROI1.append(img_train[i])\n",
    "        \n",
    "for i in range(len(test_mask_set)):\n",
    "    if test_mask_set[i].sum()!=0:\n",
    "        mask_ROI_test.append(test_mask_set[i])\n",
    "        img_ROI_test.append(test_set[i])\n",
    "\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "(2141, 96, 96, 1)\n(2141, 96, 96, 1)\n"
     ]
    }
   ],
   "source": [
    "\n",
    "print(np.asarray(img_ROI1).shape)\n",
    "print(np.asarray(mask_ROI1).shape)      \n",
    "\n",
    "mask_ROI_F= mask2channels(mask_ROI1)\n",
    "test_mask_ROI_F= mask2channels(mask_ROI_test)\n",
    "\n",
    "img_maskf = mask2channels(img_mask)\n",
    "\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "n=89\n",
    "plt.figure()\n",
    "plt.subplot(1,2,1)\n",
    "plt.imshow(img_mask[n,:,:,0])\n",
    "plt.subplot(1,2,2)\n",
    "plt.imshow(img_maskf[n,:,:,1])\n",
    "plt.colorbar()\n",
    "plt.show()\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 3 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "\n",
    "\n",
    "n=540\n",
    "plt.figure()\n",
    "plt.subplot(1,2,1)\n",
    "plt.imshow(mask_ROI_F[n,:,:,0])\n",
    "plt.subplot(1,2,2)\n",
    "plt.imshow(mask_ROI_F[n,:,:,1])\n",
    "plt.colorbar()\n",
    "plt.show()\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "(96, 96, 1)\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 3 Axes>",
      "image/svg+xml": "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\r\n<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\r\n  \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\r\n<!-- Created with matplotlib (https://matplotlib.org/) -->\r\n<svg height=\"237.718906pt\" version=\"1.1\" viewBox=\"0 0 379.872852 237.718906\" width=\"379.872852pt\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\r\n <metadata>\r\n  <rdf:RDF xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\r\n   <cc:Work>\r\n    <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\r\n    <dc:date>2021-05-06T01:11:27.810153</dc:date>\r\n    <dc:format>image/svg+xml</dc:format>\r\n    <dc:creator>\r\n     <cc:Agent>\r\n      <dc:title>Matplotlib v3.3.3, https://matplotlib.org/</dc:title>\r\n     </cc:Agent>\r\n    </dc:creator>\r\n   </cc:Work>\r\n  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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "\n",
    "print(img_ROI1[73].shape)\n",
    "n=67\n",
    "plt.figure()\n",
    "plt.subplot(1,2,1)\n",
    "plt.imshow(img_ROI1[n])\n",
    "plt.subplot(1,2,2)\n",
    "plt.imshow(mask_ROI1[n])\n",
    "plt.colorbar()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "image = cv2.imread('canny.tif')\n",
    "gray = cv2.cvtColor(image, cv2.COLOR_BGR2GRAY)\n",
    "blurred = cv2.GaussianBlur(gray, (3, 3), 0)\n",
    "\n",
    "# apply Canny edge detection using a wide threshold, tight\n",
    "# threshold, and automatically determined threshold\n",
    "wide = cv2.Canny(blurred, 10, 200)\n",
    "tight = cv2.Canny(blurred, 225, 250)\n",
    "auto = auto_canny(blurred)\n",
    "\n",
    "# show the images\n",
    "cv2.imshow(\"Original\", image)\n",
    "cv2.imshow(\"Edges\", np.hstack([wide]))\n",
    "cv2.waitKey(0)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "model = get_unet()\n",
    "\n",
    "\n",
    "\n",
    "model_Early= EarlyStopping(monitor=\"val_dice_coef_multilabel\", patience=10, verbose=2, mode=\"max\")\n",
    "\n",
    "model_checkpoint = ModelCheckpoint('weights.h5', monitor='val_dice_coef_multilabel', mode=\"max\", save_best_only=True)\n",
    "\n",
    "\n",
    "\n",
    "history = model.fit(np.asarray(img_ROI1), mask_ROI_F, batch_size=32, epochs=20,  verbose=1, shuffle=True,\n",
    "              validation_split=0.2, callbacks=[model_checkpoint, model_Early])\n",
    "\n",
    "model.save(\"modelok\")\n"
   ]
  }
 ]
}