MRI_Brain_Tumor_Detection.ipynb

{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "colab_type": "text",
        "id": "view-in-github"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/mart-anthony-stark/Machine-Learning-and-Deep-Learning/blob/main/MRI_Brain_Tumor_Detection.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Ofr8KvuKjDTk"
      },
      "source": [
        "# Brain Tumor Detection\n",
        "kaggle dataset: https://www.kaggle.com/datasets/navoneel/brain-mri-images-for-brain-tumor-detection?resource=download"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vZlBi2FwjgIC",
        "outputId": "e3a13739-8128-4e4d-e1ee-ec0eaba25ff6"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Archive:  Brain Tumor.zip\n",
            "   creating: Brain Tumor/\n",
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          ]
        }
      ],
      "source": [
        "! unzip Brain\\ Tumor.zip"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Xz_ksiUljXJ5"
      },
      "source": [
        "## Import dataset and packages"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "id": "m70GuYZOi_Yz"
      },
      "outputs": [],
      "source": [
        "import tensorflow as tf\n",
        "from tensorflow.keras.layers import Conv2D, Input, ZeroPadding2D, BatchNormalization, Activation, MaxPooling2D, Flatten, Dense\n",
        "from tensorflow.keras.models import Model, load_model\n",
        "from tensorflow.keras.callbacks import TensorBoard, ModelCheckpoint\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import f1_score\n",
        "from sklearn.utils import shuffle\n",
        "import cv2\n",
        "import imutils\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import time\n",
        "from os import listdir"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "id": "z1l4XU_TmKo6"
      },
      "outputs": [],
      "source": [
        "def crop_contour_img(image, plot=False):\n",
        "  # Convert to grayscale\n",
        "  grayscale = cv2.cvtColor(image, cv2.COLOR_BGR2GRAY)\n",
        "  grayscale = cv2.GaussianBlur(grayscale, (5,5), 0)\n",
        "  \n",
        "  # Remove noises of the image\n",
        "  threshold_image = cv2.threshold(grayscale, 45, 255, cv2.THRESH_BINARY)[1]\n",
        "  threshold_image = cv2.erode(threshold_image, None, iterations=2)\n",
        "  threshold_image = cv2.dilate(threshold_image, None, iterations=2)\n",
        "\n",
        "  # Detect the contours of the image\n",
        "  contour = cv2.findContours(threshold_image.copy(), cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n",
        "  contour = imutils.grab_contours(contour)\n",
        "  c = max(contour, key=cv2.contourArea)\n",
        "\n",
        "  extreme_pnts_left = tuple(c[c[:, :, 0].argmin()][0])\n",
        "  extreme_pnts_right = tuple(c[c[:, :, 0].argmax()][0])\n",
        "  extreme_pnts_top = tuple(c[c[:, :, 1].argmin()][0])\n",
        "  extreme_pnts_bot = tuple(c[c[:, :, 1].argmax()][0])\n",
        "\n",
        "  new_image = image[extreme_pnts_top[1]:extreme_pnts_bot[1], extreme_pnts_left[0]:extreme_pnts_right[0]]\n",
        "\n",
        "  if plot:\n",
        "    plt.figure()\n",
        "    plt.subplot(1,2,1)\n",
        "    plt.imshow(image)\n",
        "\n",
        "    plt.tick_params(axis='both', which='both',\n",
        "                    top=False, bottom=False, left=False, right=False, labelbottom=False,\n",
        "                    labeltop=False, labelleft=False, labelright=False)\n",
        "    plt.title('Original Image')\n",
        "    plt.subplot(1,2,2)\n",
        "    plt.imshow(new_image)\n",
        "    plt.tick_params(axis='both', which='both',\n",
        "                    top=False, bottom=False, left=False, right=False, labelbottom=False,\n",
        "                    labeltop=False, labelleft=False, labelright=False)\n",
        "    plt.title('Cropped Image')\n",
        "    plt.show()\n",
        "\n",
        "    return new_image\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 231
        },
        "id": "Vq_oDZBnrpPG",
        "outputId": "13aa4da6-f722-4f45-d886-0a1f83b1dc63"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 432x288 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "example_image = cv2.imread('Brain Tumor/yes/Y1.jpg')\n",
        "example_new_imae = crop_contour_img(example_image, True)"
      ]
    }
  ],
  "metadata": {
    "colab": {
      "authorship_tag": "ABX9TyNWaY+6k1sbNVgxpXVEl27z",
      "collapsed_sections": [],
      "include_colab_link": true,
      "name": "MRI Brain Tumor Detection.ipynb",
      "provenance": []
    },
    "kernelspec": {
      "display_name": "Python 3",
      "language": "python",
      "name": "python3"
    },
    "language_info": {
      "name": "python",
      "version": "3.11.1"
    },
    "vscode": {
      "interpreter": {
        "hash": "4734a6b22261f58bc0754e18e30ef4703b363cb859eaa3024bf391a4adaf5bad"
      }
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}