Initial_model_2.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "ahead-association",
   "metadata": {},
   "outputs": [],
   "source": [
    "from tensorflow.keras.preprocessing.image import ImageDataGenerator\n",
    "from tensorflow.keras.preprocessing import image\n",
    "from tensorflow.keras.optimizers import RMSprop\n",
    "import matplotlib.pyplot as plt\n",
    "import tensorflow as tf\n",
    "import numpy as np\n",
    "import cv2\n",
    "import os\n",
    "import tensorflow_federated as tff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "tested-praise",
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import sys\n",
    "stderr = sys.stderr\n",
    "sys.stderr = open(os.devnull, 'w')\n",
    "import keras\n",
    "sys.stderr = stderr\n",
    "    \n",
    "import tensorflow as tf\n",
    "\n",
    "\n",
    "from keras.callbacks import TensorBoard, ModelCheckpoint, EarlyStopping, CSVLogger\n",
    "\n",
    "import argparse\n",
    "from keras.models import Model\n",
    "from keras.models import Sequential\n",
    "from keras.layers import Dense, Dropout, Flatten\n",
    "from keras.layers import Conv2D, MaxPooling2D\n",
    "from keras import backend as K\n",
    "from keras.preprocessing.image import ImageDataGenerator\n",
    "from keras.applications.vgg16 import VGG16\n",
    "import keras.metrics\n",
    "from tensorflow.keras.optimizers import Adam, RMSprop\n",
    "import numpy as np\n",
    "\n",
    "\n",
    "from sklearn.metrics import classification_report, confusion_matrix\n",
    "from sklearn.datasets import make_classification\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.metrics import roc_curve\n",
    "\n",
    "from sklearn.metrics import auc\n",
    "from keras.models import Sequential\n",
    "from keras.layers import Dense, Activation, Dropout, Flatten, Conv2D, MaxPooling2D\n",
    "from tensorflow.keras.layers import BatchNormalization\n",
    "\n",
    "from keras.models import Sequential\n",
    "from keras.layers.core import Dense, Dropout, Activation, Flatten\n",
    "from keras.layers.convolutional import Conv2D, MaxPooling2D, ZeroPadding2D\n",
    "from keras.regularizers import l2\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "import numpy, scipy.io\n",
    "import torch\n",
    "import torchvision.models as models\n",
    "from keras import models\n",
    "from keras import layers\n",
    "from keras import optimizers\n",
    "from keras.layers.core import Flatten, Dense, Dropout, Lambda\n",
    "import tensorflow as tf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "experienced-defendant",
   "metadata": {},
   "outputs": [],
   "source": [
    "train = ImageDataGenerator(rescale=1./255,\n",
    "                          rotation_range=0.2,\n",
    "                          shear_range=0.2,\n",
    "                          horizontal_flip=True)\n",
    "test = ImageDataGenerator(rescale = 1./255,\n",
    "                          rotation_range=0.2,\n",
    "                          shear_range=0.2,\n",
    "                          horizontal_flip=True)\n",
    "validation = ImageDataGenerator(rescale = 1./255)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "geological-count",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Found 3225 images belonging to 3 classes.\n",
      "Found 0 images belonging to 0 classes.\n",
      "Found 810 images belonging to 3 classes.\n"
     ]
    }
   ],
   "source": [
    "train_dataset = train.flow_from_directory('Dataset0/training/',\n",
    "                                         target_size = (256,256),\n",
    "                                         color_mode='grayscale',\n",
    "                                         batch_size = 32,\n",
    "                                         class_mode = 'categorical',\n",
    "                                         shuffle=False)\n",
    "\n",
    "test_dataset = train.flow_from_directory('Dataset1/testing/',\n",
    "                                         target_size = (256,256),\n",
    "                                         color_mode='grayscale',\n",
    "                                         batch_size = 32,\n",
    "                                         class_mode = 'categorical',\n",
    "                                         shuffle=False)\n",
    "\n",
    "validation_dataset = train.flow_from_directory('Dataset0/validation/',\n",
    "                                         target_size = (256,256),\n",
    "                                         color_mode='grayscale',\n",
    "                                         batch_size = 32,\n",
    "                                         class_mode = 'categorical',\n",
    "                                         shuffle=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "formed-refund",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'covid': 0, 'normal': 1, 'pneumonia': 2}"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "validation_dataset.class_indices"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "included-department",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
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       "       2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2])"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "validation_dataset.classes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "pleasant-dimension",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 864x864 with 9 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(12, 12))\n",
    "for i in range(9):\n",
    "    plt.subplot(3,3, i+1)\n",
    "    img, label = train_dataset.next()\n",
    "    plt.imshow(img[0], cmap='gray')\n",
    "    dic = {0:'Covid', 1:'Normal', 2:'Viral Pneumonia'}\n",
    "    plt.title(dic.get(np.where(label[0]==1)[0][0]))\n",
    "    plt.axis('off')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "preceding-lawsuit",
   "metadata": {},
   "outputs": [],
   "source": [
    "model = tf.keras.models.Sequential([ tf.keras.layers.Conv2D(32,(3,3),activation = 'relu', padding='same', input_shape = (256,256,1)),\n",
    "                                   tf.keras.layers.MaxPool2D(2,2),\n",
    "                                   #\n",
    "                                   tf.keras.layers.Conv2D(64,(3,3),padding='same',activation = 'relu'),\n",
    "                                   tf.keras.layers.MaxPool2D(2,2),\n",
    "                                   #\n",
    "                                   tf.keras.layers.Conv2D(128,(3,3),padding='same',activation = 'relu'),\n",
    "                                   tf.keras.layers.MaxPool2D(2,2),\n",
    "                                   #\n",
    "                                   tf.keras.layers.Conv2D(256,(3,3),padding='same',activation = 'relu'),\n",
    "                                   tf.keras.layers.MaxPool2D(2,2),\n",
    "                                   #\n",
    "                                   tf.keras.layers.Flatten(),\n",
    "                                   ##\n",
    "                                   tf.keras.layers.Dense(256,activation = 'relu'),\n",
    "                                   ##\n",
    "                                   tf.keras.layers.Dense(128,activation = 'relu'),\n",
    "                                   ##\n",
    "                                   tf.keras.layers.Dense(64,activation = 'relu'),\n",
    "                                   ##\n",
    "                                   tf.keras.layers.Dense(3,activation = 'softmax')\n",
    "                                   ])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "existing-incidence",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Model: \"sequential_1\"\n",
      "_________________________________________________________________\n",
      "Layer (type)                 Output Shape              Param #   \n",
      "=================================================================\n",
      "conv2d_4 (Conv2D)            (None, 256, 256, 32)      320       \n",
      "_________________________________________________________________\n",
      "max_pooling2d_4 (MaxPooling2 (None, 128, 128, 32)      0         \n",
      "_________________________________________________________________\n",
      "conv2d_5 (Conv2D)            (None, 128, 128, 64)      18496     \n",
      "_________________________________________________________________\n",
      "max_pooling2d_5 (MaxPooling2 (None, 64, 64, 64)        0         \n",
      "_________________________________________________________________\n",
      "conv2d_6 (Conv2D)            (None, 64, 64, 128)       73856     \n",
      "_________________________________________________________________\n",
      "max_pooling2d_6 (MaxPooling2 (None, 32, 32, 128)       0         \n",
      "_________________________________________________________________\n",
      "conv2d_7 (Conv2D)            (None, 32, 32, 256)       295168    \n",
      "_________________________________________________________________\n",
      "max_pooling2d_7 (MaxPooling2 (None, 16, 16, 256)       0         \n",
      "_________________________________________________________________\n",
      "flatten_1 (Flatten)          (None, 65536)             0         \n",
      "_________________________________________________________________\n",
      "dense_4 (Dense)              (None, 256)               16777472  \n",
      "_________________________________________________________________\n",
      "dense_5 (Dense)              (None, 128)               32896     \n",
      "_________________________________________________________________\n",
      "dense_6 (Dense)              (None, 64)                8256      \n",
      "_________________________________________________________________\n",
      "dense_7 (Dense)              (None, 3)                 195       \n",
      "=================================================================\n",
      "Total params: 17,206,659\n",
      "Trainable params: 17,206,659\n",
      "Non-trainable params: 0\n",
      "_________________________________________________________________\n"
     ]
    }
   ],
   "source": [
    "model.summary()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "cognitive-poison",
   "metadata": {},
   "outputs": [],
   "source": [
    "model.compile(loss = 'categorical_crossentropy',\n",
    "             optimizer = RMSprop(learning_rate = 0.001),\n",
    "             metrics = ['accuracy'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "precious-tattoo",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/20\n",
      "101/101 [==============================] - 220s 2s/step - loss: 1.7933 - accuracy: 0.4437 - val_loss: 0.7554 - val_accuracy: 0.6062\n",
      "Epoch 2/20\n",
      "101/101 [==============================] - 218s 2s/step - loss: 0.6967 - accuracy: 0.6595 - val_loss: 0.9678 - val_accuracy: 0.6481\n",
      "Epoch 3/20\n",
      "101/101 [==============================] - 218s 2s/step - loss: 0.6658 - accuracy: 0.6868 - val_loss: 0.7103 - val_accuracy: 0.6432\n",
      "Epoch 4/20\n",
      "101/101 [==============================] - 219s 2s/step - loss: 0.5760 - accuracy: 0.7448 - val_loss: 0.3862 - val_accuracy: 0.8259\n",
      "Epoch 5/20\n",
      "101/101 [==============================] - 218s 2s/step - loss: 0.5680 - accuracy: 0.7761 - val_loss: 0.3651 - val_accuracy: 0.8309\n",
      "Epoch 6/20\n",
      "101/101 [==============================] - 219s 2s/step - loss: 0.4850 - accuracy: 0.7935 - val_loss: 0.3740 - val_accuracy: 0.8148\n",
      "Epoch 7/20\n",
      "101/101 [==============================] - 218s 2s/step - loss: 0.4724 - accuracy: 0.8115 - val_loss: 0.3235 - val_accuracy: 0.8667\n",
      "Epoch 8/20\n",
      "101/101 [==============================] - 218s 2s/step - loss: 0.3760 - accuracy: 0.8350 - val_loss: 1.7985 - val_accuracy: 0.5877\n",
      "Epoch 9/20\n",
      "101/101 [==============================] - 219s 2s/step - loss: 0.3716 - accuracy: 0.8487 - val_loss: 0.2591 - val_accuracy: 0.8926\n",
      "Epoch 10/20\n",
      "101/101 [==============================] - 220s 2s/step - loss: 0.4879 - accuracy: 0.8822 - val_loss: 0.2720 - val_accuracy: 0.8926\n",
      "Epoch 11/20\n",
      "101/101 [==============================] - 217s 2s/step - loss: 0.2851 - accuracy: 0.8930 - val_loss: 0.2857 - val_accuracy: 0.8827\n",
      "Epoch 12/20\n",
      "101/101 [==============================] - 218s 2s/step - loss: 0.2751 - accuracy: 0.8964 - val_loss: 0.3370 - val_accuracy: 0.8654\n",
      "Epoch 13/20\n",
      "101/101 [==============================] - 235s 2s/step - loss: 0.2068 - accuracy: 0.9197 - val_loss: 0.3098 - val_accuracy: 0.8753\n",
      "Epoch 14/20\n",
      "101/101 [==============================] - 238s 2s/step - loss: 0.2451 - accuracy: 0.9138 - val_loss: 0.3148 - val_accuracy: 0.8753\n",
      "Epoch 15/20\n",
      "101/101 [==============================] - 218s 2s/step - loss: 0.1912 - accuracy: 0.9216 - val_loss: 0.7288 - val_accuracy: 0.8025\n",
      "Epoch 16/20\n",
      "101/101 [==============================] - 217s 2s/step - loss: 0.1753 - accuracy: 0.9333 - val_loss: 0.3826 - val_accuracy: 0.8778\n",
      "Epoch 17/20\n",
      "101/101 [==============================] - 219s 2s/step - loss: 0.1492 - accuracy: 0.9485 - val_loss: 0.3185 - val_accuracy: 0.9136\n",
      "Epoch 18/20\n",
      "101/101 [==============================] - 217s 2s/step - loss: 0.1337 - accuracy: 0.9445 - val_loss: 0.4141 - val_accuracy: 0.8630\n",
      "Epoch 19/20\n",
      "101/101 [==============================] - 217s 2s/step - loss: 0.1496 - accuracy: 0.9569 - val_loss: 0.4799 - val_accuracy: 0.8852\n",
      "Epoch 20/20\n",
      "101/101 [==============================] - 217s 2s/step - loss: 0.1269 - accuracy: 0.9560 - val_loss: 0.5066 - val_accuracy: 0.9012\n"
     ]
    }
   ],
   "source": [
    "model_fit = model.fit(train_dataset,\n",
    "                     steps_per_epoch = 101,\n",
    "                     epochs = 20,\n",
    "                     validation_data = validation_dataset)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "cooperative-catch",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "26/26 [==============================] - 12s 455ms/step - loss: 0.4761 - accuracy: 0.9025\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[0.4760770797729492, 0.9024691581726074]"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.evaluate(validation_dataset)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "scientific-richards",
   "metadata": {},
   "outputs": [],
   "source": [
    "# create history loss and accuracy function\n",
    "def plot_loss_acc(history):\n",
    "    train_loss = history.history['loss']\n",
    "    val_loss = history.history['val_loss']\n",
    "    acc = history.history['accuracy']\n",
    "    val_acc = history.history['val_accuracy']\n",
    "    epochs = range(len(train_loss))\n",
    "\n",
    "    plt.figure(figsize=(8,6))\n",
    "    plt.plot(epochs, train_loss, color='b', label='Train')\n",
    "    plt.plot(epochs, val_loss, color='r', label='Validation')\n",
    "    plt.legend()\n",
    "    plt.title('Model Loss')\n",
    "    \n",
    "    \n",
    "    plt.figure(figsize=(8,6))\n",
    "    plt.plot(epochs, acc, color='b', label='Train')\n",
    "    plt.plot(epochs, val_acc, color='r', label='Validation')\n",
    "    plt.legend()\n",
    "    plt.title('Model Accuracy')\n",
    "    \n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "stable-reconstruction",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "working-adult",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "COVID-1001.png\n",
      "COVID-1002.png\n",
      "COVID-1003.png\n",
      "COVID-1004.png\n",
      "COVID-1005.png\n",
      "COVID-1006.png\n",
      "COVID-1007.png\n",
      "COVID-1008.png\n",
      "COVID-1009.png\n",
      "COVID-1010.png\n",
      "COVID-1011.png\n",
      "COVID-1012.png\n",
      "Normal-1001.png\n",
      "Normal-1002.png\n",
      "Normal-1003.png\n",
      "Normal-1004.png\n",
      "Normal-1005.png\n",
      "Normal-1006.png\n",
      "Normal-1007.png\n",
      "Normal-1008.png\n",
      "Normal-1009.png\n",
      "Normal-1010.png\n",
      "Normal-1011.png\n",
      "Normal-1012.png\n",
      "Viral Pneumonia-1001.png\n",
      "Viral Pneumonia-1002.png\n",
      "Viral Pneumonia-1003.png\n",
      "Viral Pneumonia-1004.png\n",
      "Viral Pneumonia-1005.png\n",
      "Viral Pneumonia-1006.png\n",
      "Viral Pneumonia-1007.png\n",
      "Viral Pneumonia-1008.png\n",
      "Viral Pneumonia-1009.png\n",
      "Viral Pneumonia-1010.png\n",
      "Viral Pneumonia-1011.png\n",
      "Viral Pneumonia-1012.png\n"
     ]
    }
   ],
   "source": [
    "dir_path = 'Dataset1/testing'\n",
    "for i in os.listdir(dir_path ):\n",
    "    print(i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "norman-float",
   "metadata": {},
   "outputs": [],
   "source": [
    "predictions = model.predict(x=validation_dataset, verbose=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "conventional-fantasy",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[1.0000000e+00 0.0000000e+00 2.5637715e-36]\n",
      "[0.95411426 0.03438411 0.01150168]\n",
      "[9.9999821e-01 4.8866610e-07 1.3241569e-06]\n",
      "[1.0000000e+00 4.0387234e-35 4.1080503e-30]\n",
      "[9.9866009e-01 1.3156447e-03 2.4302733e-05]\n",
      "[1.0970997e-04 8.1401253e-05 9.9980897e-01]\n",
      "[9.9995661e-01 2.0982987e-05 2.2441838e-05]\n",
      "[8.3848953e-01 1.6090360e-01 6.0696749e-04]\n",
      "[1.3547248e-01 8.6452627e-01 1.2502467e-06]\n",
      "[9.9995804e-01 9.2434425e-07 4.1051382e-05]\n",
      "[9.9999821e-01 1.1189538e-08 1.7491710e-06]\n",
      "[1.0000000e+00 1.8917456e-09 1.8918973e-09]\n",
      "[0.9977494  0.00117538 0.00107525]\n",
      "[9.99118626e-01 8.68979783e-04 1.23449345e-05]\n",
      "[9.9950910e-01 2.8798118e-04 2.0289735e-04]\n",
      "[9.9999928e-01 2.6541827e-07 4.8106438e-07]\n",
      "[9.9999964e-01 4.1457540e-07 5.8604922e-08]\n",
      "[9.9947625e-01 1.8268331e-07 5.2350177e-04]\n",
      "[9.9932778e-01 2.5968687e-04 4.1251275e-04]\n",
      "[0.9658422  0.03308949 0.00106841]\n",
      "[9.6878850e-01 1.5007064e-04 3.1061476e-02]\n",
      "[9.998191e-01 1.710258e-04 9.848643e-06]\n",
      "[9.999027e-01 6.147920e-05 3.581238e-05]\n",
      "[9.9999833e-01 1.6952450e-06 1.0847380e-09]\n",
      "[7.8342825e-01 2.1609876e-01 4.7300683e-04]\n",
      "[9.9569857e-01 4.2393813e-03 6.2113191e-05]\n",
      "[9.6598142e-01 3.4006551e-02 1.1948447e-05]\n",
      "[8.2989734e-01 1.6956039e-01 5.4223242e-04]\n",
      "[0.33038932 0.66581774 0.00379294]\n",
      "[9.9919564e-01 8.0414710e-04 2.1539205e-07]\n",
      "[9.9943084e-01 1.5386380e-04 4.1537682e-04]\n",
      "[9.915638e-01 8.369200e-03 6.705149e-05]\n",
      "[9.9999630e-01 3.6427532e-06 1.2149345e-09]\n",
      "[9.7907150e-01 1.9978629e-02 9.4997266e-04]\n",
      "[0.90503496 0.09253886 0.00242623]\n",
      "[9.9990046e-01 9.1909358e-05 7.6699343e-06]\n",
      "[9.8125517e-01 1.8736921e-02 7.9141255e-06]\n",
      "[0.00830476 0.94119316 0.05050214]\n",
      "[9.9987507e-01 2.1584254e-05 1.0334854e-04]\n",
      "[0.96694404 0.03204071 0.00101526]\n",
      "[9.9988341e-01 1.1610381e-04 5.3476884e-07]\n",
      "[8.3066219e-01 1.5140665e-04 1.6918643e-01]\n",
      "[9.9994600e-01 5.2784028e-05 1.1861906e-06]\n",
      "[8.6638284e-01 1.3359518e-01 2.1996588e-05]\n",
      "[1.0000000e+00 6.3563363e-09 2.2207004e-08]\n",
      "[9.9990082e-01 9.8131117e-05 1.0402777e-06]\n",
      "[9.3179870e-01 6.8199225e-02 2.0754003e-06]\n",
      "[0.9068687  0.09171718 0.00141417]\n",
      "[9.9969494e-01 3.0003619e-04 5.0563817e-06]\n",
      "[0.99461406 0.00243058 0.00295532]\n",
      "[9.9826020e-01 1.7211293e-03 1.8673971e-05]\n",
      "[9.9931180e-01 5.1011308e-04 1.7815133e-04]\n",
      "[9.8545736e-01 1.4351569e-02 1.9110019e-04]\n",
      "[9.9217004e-01 7.7672936e-03 6.2695981e-05]\n",
      "[0.23394263 0.64635795 0.11969945]\n",
      "[1.1925738e-01 8.8074034e-01 2.3520297e-06]\n",
      "[6.9651134e-02 9.3034881e-01 1.1954774e-07]\n",
      "[0.29644862 0.6962417  0.00730971]\n",
      "[9.9999714e-01 2.6886628e-06 6.8435341e-08]\n",
      "[1.1466531e-01 8.8523287e-01 1.0185780e-04]\n",
      "[9.9641067e-01 2.6738122e-03 9.1559946e-04]\n",
      "[1.0000000e+00 5.6549999e-15 1.9179556e-16]\n",
      "[9.9778110e-01 2.2091796e-03 9.7864968e-06]\n",
      "[8.9281827e-01 1.0711469e-01 6.7088724e-05]\n",
      "[3.9147091e-10 3.8740187e-14 1.0000000e+00]\n",
      "[9.9873835e-01 8.2849851e-04 4.3312027e-04]\n",
      "[9.9923730e-01 2.6130988e-04 5.0133880e-04]\n",
      "[0.9721842  0.02627547 0.00154033]\n",
      "[3.6016139e-05 1.3500541e-07 9.9996388e-01]\n",
      "[9.9751675e-01 2.4244846e-03 5.8686073e-05]\n",
      "[9.9991322e-01 6.4114836e-05 2.2673667e-05]\n",
      "[1.0249131e-04 1.3278511e-04 9.9976474e-01]\n",
      "[9.9660206e-01 9.5249136e-04 2.4454095e-03]\n",
      "[9.9979740e-01 2.0145484e-04 1.1826045e-06]\n",
      "[9.999249e-01 3.584584e-05 3.915874e-05]\n",
      "[9.9070847e-01 9.2858598e-03 5.7003117e-06]\n",
      "[9.9985182e-01 1.1067846e-04 3.7423419e-05]\n",
      "[9.9975556e-01 2.2132958e-04 2.3125864e-05]\n",
      "[9.8698121e-01 1.3009131e-02 9.6706399e-06]\n",
      "[9.9403667e-01 5.8024707e-03 1.6077422e-04]\n",
      "[9.9999964e-01 6.7834343e-08 2.7235026e-07]\n",
      "[9.9401915e-01 5.9393840e-03 4.1466250e-05]\n",
      "[9.9828207e-01 1.5084315e-03 2.0953614e-04]\n",
      "[9.9997354e-01 2.0587938e-06 2.4380342e-05]\n",
      "[8.7240928e-01 1.2757920e-01 1.1504007e-05]\n",
      "[9.9999142e-01 7.5561693e-06 1.0651006e-06]\n",
      "[7.0226467e-03 1.1736713e-09 9.9297732e-01]\n",
      "[9.9999833e-01 1.5802342e-06 1.0381317e-07]\n",
      "[0.6843772  0.30606723 0.0095555 ]\n",
      "[9.9994624e-01 5.1618223e-05 2.2005877e-06]\n",
      "[9.9936873e-01 6.1676896e-04 1.4484681e-05]\n",
      "[0.25016376 0.7487693  0.00106704]\n",
      "[9.9697721e-01 2.9873867e-03 3.5416884e-05]\n",
      "[9.9974364e-01 1.8003263e-04 7.6317243e-05]\n",
      "[9.9999976e-01 8.4899824e-08 7.4151011e-08]\n",
      "[9.9607146e-01 3.4902031e-03 4.3841018e-04]\n",
      "[1.0000000e+00 2.4619201e-08 1.1552749e-08]\n",
      "[0.16754316 0.00337757 0.82907933]\n",
      "[9.99838829e-01 1.17049945e-04 4.41540360e-05]\n",
      "[0.9873121  0.00992334 0.00276457]\n",
      "[9.8341334e-01 3.2390923e-05 1.6554302e-02]\n",
      "[9.7401822e-01 2.5402966e-05 2.5956353e-02]\n",
      "[9.999988e-01 1.146058e-06 3.362089e-09]\n",
      "[0.9950315  0.00241847 0.00255005]\n",
      "[0.65472305 0.11670537 0.22857158]\n",
      "[3.6528502e-02 2.7480772e-07 9.6347123e-01]\n",
      "[0.7919557  0.02611636 0.18192784]\n",
      "[0.35506266 0.6396687  0.00526865]\n",
      "[1.0000000e+00 3.1494145e-23 1.0854425e-18]\n",
      "[0.47261298 0.5248457  0.00254133]\n",
      "[1.0000000e+00 2.3931472e-09 1.2981241e-10]\n",
      "[9.999950e-01 5.001763e-06 7.372416e-09]\n",
      "[9.9320120e-01 6.7007458e-03 9.7996875e-05]\n",
      "[1.000000e+00 4.402807e-08 8.738788e-09]\n",
      "[9.9999654e-01 3.0839944e-06 3.1330995e-07]\n",
      "[0.5469961  0.45226294 0.00074093]\n",
      "[1.0000000e+00 1.1019021e-12 5.7093794e-13]\n",
      "[9.9999726e-01 6.0778298e-09 2.7824201e-06]\n",
      "[9.9992454e-01 1.6743721e-05 5.8789028e-05]\n",
      "[9.9999964e-01 3.2378685e-07 6.1174341e-09]\n",
      "[3.3166748e-01 6.6832781e-01 4.7178346e-06]\n",
      "[9.6057087e-01 3.9314747e-02 1.1435674e-04]\n",
      "[1.0000000e+00 1.5954612e-08 5.4050684e-09]\n",
      "[0.61694944 0.38056675 0.00248383]\n",
      "[9.9999857e-01 1.1196621e-06 3.9758868e-07]\n",
      "[1.000000e+00 2.358771e-08 5.112394e-08]\n",
      "[8.8546824e-01 1.1411065e-01 4.2118257e-04]\n",
      "[0.98078537 0.01817643 0.00103823]\n",
      "[0.94452864 0.0309313  0.02454011]\n",
      "[9.3047136e-01 6.9184601e-02 3.4391065e-04]\n",
      "[0.8195654  0.17618947 0.00424503]\n",
      "[0.9764014  0.00955881 0.01403977]\n",
      "[0.9954035  0.00126791 0.00332858]\n",
      "[1.3143815e-01 8.6848938e-01 7.2482071e-05]\n",
      "[8.8769120e-01 1.1230318e-01 5.6434146e-06]\n",
      "[9.9999821e-01 1.7241791e-06 1.2156009e-07]\n",
      "[1.0000000e+00 3.4577140e-16 9.4179145e-17]\n",
      "[0.699289   0.04923874 0.2514723 ]\n",
      "[3.2809027e-04 9.9967182e-01 1.6450636e-07]\n",
      "[9.9999857e-01 6.1116118e-08 1.3297051e-06]\n",
      "[0.7386386  0.04705008 0.21431138]\n",
      "[9.9999988e-01 1.3839778e-07 1.2012613e-08]\n",
      "[9.9667501e-01 1.7780297e-04 3.1472659e-03]\n",
      "[1.0000000e+00 5.5071112e-21 6.4838637e-14]\n",
      "[0.9952355  0.00178216 0.0029824 ]\n",
      "[0.6971049  0.29522154 0.00767354]\n",
      "[9.9999750e-01 1.8811406e-13 2.4836168e-06]\n",
      "[9.9951601e-01 1.7221567e-04 3.1187444e-04]\n",
      "[9.9999988e-01 3.4785497e-09 1.4476146e-07]\n",
      "[1.0000000e+00 5.5348340e-11 1.2951631e-11]\n",
      "[9.9666828e-01 3.3102711e-03 2.1463016e-05]\n",
      "[1.0000000e+00 2.8239771e-09 2.9690733e-10]\n",
      "[0.88041395 0.11544768 0.00413829]\n",
      "[1.0000000e+00 5.0676579e-08 1.7821704e-10]\n",
      "[1.0000000e+00 1.4219102e-15 3.4250913e-16]\n",
      "[9.9828428e-01 1.7073972e-03 8.2834849e-06]\n",
      "[1.0000000e+00 1.8940211e-08 1.7366332e-08]\n",
      "[1.0000000e+00 6.9103501e-10 4.3036347e-10]\n",
      "[9.9861515e-01 1.2379177e-03 1.4685285e-04]\n",
      "[8.8896859e-01 1.1064466e-01 3.8679477e-04]\n",
      "[9.9926907e-01 7.0438389e-04 2.6606554e-05]\n",
      "[1.0000000e+00 4.6418016e-08 1.1090248e-08]\n",
      "[7.8219157e-01 2.1780342e-01 5.0255344e-06]\n",
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      "[9.0221332e-29 1.0087167e-29 1.0000000e+00]\n",
      "[3.2816991e-09 4.2255703e-08 1.0000000e+00]\n",
      "[2.6840007e-15 8.8493462e-15 1.0000000e+00]\n",
      "[1.16146705e-17 1.87973188e-17 1.00000000e+00]\n",
      "[2.4222818e-12 5.4768706e-13 1.0000000e+00]\n",
      "[1.649440e-13 1.071759e-12 1.000000e+00]\n",
      "[2.361576e-30 6.734025e-30 1.000000e+00]\n",
      "[1.1571255e-15 1.0297813e-15 1.0000000e+00]\n",
      "[6.2851244e-20 2.8278868e-19 1.0000000e+00]\n",
      "[2.2700835e-15 3.7852496e-15 1.0000000e+00]\n",
      "[3.5009208e-13 3.3926716e-13 1.0000000e+00]\n",
      "[4.7639028e-12 5.8733513e-12 1.0000000e+00]\n",
      "[1.1193045e-18 9.7810499e-19 1.0000000e+00]\n",
      "[6.3417918e-13 6.6386404e-13 1.0000000e+00]\n",
      "[1.3591532e-30 2.3636927e-31 1.0000000e+00]\n",
      "[5.7478248e-22 3.9560567e-23 1.0000000e+00]\n",
      "[4.291852e-30 1.972590e-31 1.000000e+00]\n",
      "[6.2895534e-15 7.9134316e-15 1.0000000e+00]\n",
      "[2.6160413e-07 4.1473339e-08 9.9999964e-01]\n",
      "[1.3328140e-15 1.0604733e-16 1.0000000e+00]\n",
      "[7.4919683e-16 6.2402235e-16 1.0000000e+00]\n",
      "[3.1209257e-16 2.4551165e-15 1.0000000e+00]\n",
      "[1.5224033e-06 3.1480025e-09 9.9999845e-01]\n",
      "[1.3002254e-25 3.4222549e-25 1.0000000e+00]\n",
      "[4.9627383e-18 4.7623595e-19 1.0000000e+00]\n",
      "[5.3922952e-22 6.4724455e-22 1.0000000e+00]\n",
      "[2.0310602e-21 2.0003334e-22 1.0000000e+00]\n",
      "[8.7479995e-19 1.3688806e-19 1.0000000e+00]\n",
      "[1.20035995e-14 5.84870109e-16 1.00000000e+00]\n",
      "[1.4944505e-18 3.6061469e-20 1.0000000e+00]\n",
      "[7.868497e-21 5.432023e-20 1.000000e+00]\n",
      "[7.0699972e-15 9.3642601e-15 1.0000000e+00]\n",
      "[9.6236879e-25 2.1350514e-24 1.0000000e+00]\n",
      "[8.4821721e-07 4.4944816e-08 9.9999917e-01]\n",
      "[7.8015654e-24 1.1273228e-24 1.0000000e+00]\n",
      "[7.7345698e-23 1.6023482e-22 1.0000000e+00]\n",
      "[6.896752e-20 4.318943e-19 1.000000e+00]\n",
      "[1.3753479e-22 4.0356353e-24 1.0000000e+00]\n",
      "[3.3259159e-28 7.3214608e-31 1.0000000e+00]\n",
      "[7.7125159e-27 1.0278681e-26 1.0000000e+00]\n",
      "[8.6112218e-27 2.2100542e-25 1.0000000e+00]\n",
      "[1.1811537e-24 7.6149606e-27 1.0000000e+00]\n",
      "[2.6465171e-21 2.7088654e-20 1.0000000e+00]\n",
      "[1.1572202e-19 2.8092643e-19 1.0000000e+00]\n",
      "[7.5252933e-09 2.4524389e-12 1.0000000e+00]\n",
      "[4.9714720e-26 2.0352907e-25 1.0000000e+00]\n",
      "[7.7428113e-29 2.2748958e-29 1.0000000e+00]\n",
      "[2.7774717e-31 1.0475467e-31 1.0000000e+00]\n",
      "[2.1247129e-20 8.2727013e-22 1.0000000e+00]\n",
      "[1.247611e-28 4.539334e-28 1.000000e+00]\n",
      "[2.0967793e-22 5.2339452e-25 1.0000000e+00]\n",
      "[1.4660433e-25 1.9288333e-27 1.0000000e+00]\n",
      "[3.2607460e-25 3.2723314e-27 1.0000000e+00]\n",
      "[5.8067188e-27 2.6958655e-28 1.0000000e+00]\n",
      "[1.4301494e-18 5.5827801e-18 1.0000000e+00]\n",
      "[7.2859286e-26 6.9186704e-29 1.0000000e+00]\n",
      "[1.8353192e-25 3.9163968e-25 1.0000000e+00]\n",
      "[1.2441871e-16 1.6746968e-16 1.0000000e+00]\n",
      "[8.2530119e-27 5.7333046e-30 1.0000000e+00]\n",
      "[0. 0. 1.]\n",
      "[3.1688988e-17 3.4298227e-17 1.0000000e+00]\n",
      "[4.9803392e-25 8.4119165e-24 1.0000000e+00]\n",
      "[4.815754e-21 5.578402e-23 1.000000e+00]\n",
      "[1.9239357e-23 5.6132763e-25 1.0000000e+00]\n",
      "[2.0617954e-27 1.7245559e-26 1.0000000e+00]\n",
      "[8.6750069e-30 9.3826394e-30 1.0000000e+00]\n",
      "[8.1197829e-22 1.9288363e-24 1.0000000e+00]\n",
      "[2.4806378e-23 9.1837672e-23 1.0000000e+00]\n",
      "[1.1675541e-07 1.2988689e-07 9.9999976e-01]\n",
      "[2.7757586e-29 5.3294514e-30 1.0000000e+00]\n",
      "[1.7189589e-20 5.9998413e-22 1.0000000e+00]\n",
      "[2.2531599e-27 5.7527395e-29 1.0000000e+00]\n",
      "[1.8537774e-23 6.9525506e-25 1.0000000e+00]\n",
      "[1.7433859e-28 1.3949300e-29 1.0000000e+00]\n",
      "[3.7358537e-18 1.3027223e-18 1.0000000e+00]\n",
      "[2.4167359e-11 4.1039199e-13 1.0000000e+00]\n",
      "[7.247346e-25 9.484860e-26 1.000000e+00]\n",
      "[2.9756830e-29 1.0186357e-28 1.0000000e+00]\n",
      "[2.4664381e-22 1.6830164e-23 1.0000000e+00]\n",
      "[2.3267452e-16 2.5334054e-17 1.0000000e+00]\n",
      "[1.3545346e-25 6.6387707e-27 1.0000000e+00]\n",
      "[2.0232327e-30 1.8430038e-30 1.0000000e+00]\n",
      "[3.985531e-24 6.987571e-24 1.000000e+00]\n",
      "[4.5564864e-04 1.8766863e-02 9.8077744e-01]\n",
      "[1.3945555e-17 1.7484115e-16 1.0000000e+00]\n",
      "[4.9912566e-25 1.8790486e-27 1.0000000e+00]\n",
      "[1.0365538e-27 3.0065834e-28 1.0000000e+00]\n",
      "[1.3399494e-25 2.1953331e-25 1.0000000e+00]\n",
      "[5.1777336e-22 8.3388252e-22 1.0000000e+00]\n",
      "[1.3336086e-28 4.4572931e-29 1.0000000e+00]\n",
      "[1.4872397e-25 3.3002275e-25 1.0000000e+00]\n",
      "[8.6851661e-24 8.0582765e-24 1.0000000e+00]\n",
      "[3.0683924e-17 3.2555126e-18 1.0000000e+00]\n",
      "[7.701099e-22 3.944666e-22 1.000000e+00]\n",
      "[3.6355822e-27 1.7935323e-29 1.0000000e+00]\n",
      "[1.6947837e-27 1.1014786e-29 1.0000000e+00]\n",
      "[2.1763998e-22 5.7347719e-22 1.0000000e+00]\n",
      "[1.8135515e-23 5.7984962e-23 1.0000000e+00]\n"
     ]
    }
   ],
   "source": [
    "for i in predictions:\n",
    "    print(i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "addressed-rwanda",
   "metadata": {},
   "outputs": [],
   "source": [
    "rounded_predictions = np.argmax(predictions, axis=-1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "split-center",
   "metadata": {},
   "outputs": [],
   "source": [
    "#pred = [1 * (x[0]>=0.5) for x in preds_sigmoid]\n",
    "#rounded_predictions = [1*(x[0]>=0.5) for x in predictions]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "academic-citizen",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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     ]
    }
   ],
   "source": [
    "for i in rounded_predictions:\n",
    "    print(i)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "lesser-geology",
   "metadata": {},
   "source": [
    "Confusion Matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "robust-production",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "from sklearn.metrics import confusion_matrix\n",
    "import itertools\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "scheduled-inspiration",
   "metadata": {},
   "outputs": [],
   "source": [
    "cm = confusion_matrix(y_true=validation_dataset.classes, y_pred=rounded_predictions)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "blessed-country",
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_confusion_matrix(cm, classes,\n",
    "                          normalize=False,\n",
    "                          title='Confusion matrix',\n",
    "                          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.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",
    "        print(\"Normalized confusion matrix\")\n",
    "    else:\n",
    "        print('Confusion matrix, without normalization')\n",
    "\n",
    "    print(cm)\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",
    "\n",
    "    plt.tight_layout()\n",
    "    plt.ylabel('True label')\n",
    "    plt.xlabel('Predicted label')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "geographic-texture",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Confusion matrix, without normalization\n",
      "[[231  23  16]\n",
      " [ 42 227   1]\n",
      " [  0   0 270]]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cm_plot_labels = ['covid', 'normal', 'pneumonia']\n",
    "plot_confusion_matrix(cm=cm, classes=cm_plot_labels, title='Confusion Matrix')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "western-virtue",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.metrics import confusion_matrix, classification_report\n",
    "import seaborn as sns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "decimal-looking",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "       covid       0.85      0.86      0.85       270\n",
      "      normal       0.91      0.84      0.87       270\n",
      "   pneumonia       0.94      1.00      0.97       270\n",
      "\n",
      "    accuracy                           0.90       810\n",
      "   macro avg       0.90      0.90      0.90       810\n",
      "weighted avg       0.90      0.90      0.90       810\n",
      "\n"
     ]
    }
   ],
   "source": [
    "labels = ['covid', 'normal', 'pneumonia']\n",
    "report = classification_report(validation_dataset.classes, rounded_predictions, target_names=labels)\n",
    "print(report)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "altered-optics",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.6.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}