Malware_images_Classification.ipynb

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      "source": [
        "# Importing Libraries"
      ],
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      "id": "WeMeVhqBIAfE"
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    {
      "cell_type": "code",
      "source": [
        "from pathlib import Path\n",
        "import numpy as np\n",
        "import cv2 as cv\n",
        "from PIL import Image\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "from skimage.io import imread\n",
        "from tensorflow.keras.preprocessing import image\n",
        "\n",
        "from sklearn.metrics import classification_report\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.ensemble import RandomForestClassifier\n",
        "from sklearn.metrics import confusion_matrix\n",
        "from sklearn.metrics import ConfusionMatrixDisplay"
      ],
      "metadata": {
        "id": "Orj_XOQpHJNT"
      },
      "id": "Orj_XOQpHJNT",
      "execution_count": null,
      "outputs": []
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      "cell_type": "markdown",
      "source": [
        "## Defining Constants\n",
        "\n",
        "*   `IMAGE_HEIGHT`\n",
        "*   `IMAGE_WIDTH`"
      ],
      "metadata": {
        "id": "bXLTKFZIIFjS"
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      "source": [
        "IMAGE_HEIGHT = 64\n",
        "IMAGE_WIDTH = 64"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "cb05e268",
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        "tags": [],
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      },
      "source": [
        "## Loading the data"
      ]
    },
    {
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        "tags": [],
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      "outputs": [],
      "source": [
        "image_dir = Path('/kaggle/input/malware-images')\n",
        "\n",
        "folders = [directory for directory in image_dir.iterdir() if directory.is_dir()]\n",
        "folders.sort()\n",
        "classes = [fo.name for fo in folders]"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Preprocessing the Data"
      ],
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        "id": "jIKbBrs2JdRJ"
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      "source": [
        "\n",
        "\n",
        "*   Here `Image.MAX_IMAGE_PIXELS` is set to `None` to disable the `DecompressionBombWarning`\n",
        "\n"
      ],
      "metadata": {
        "id": "FOxyoTpaIvag"
      },
      "id": "FOxyoTpaIvag"
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      "cell_type": "code",
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      "id": "6cf5b4d4",
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      "source": [
        "Image.MAX_IMAGE_PIXELS = None\n",
        "\n",
        "train_img = []\n",
        "y = []\n",
        "\n",
        "for i, direc in enumerate(folders):\n",
        "    for file in direc.iterdir():\n",
        "        img = imread(file)\n",
        "        img_pred = cv.resize(img, (IMAGE_HEIGHT, IMAGE_WIDTH), interpolation=cv.INTER_AREA)\n",
        "        img_pred = image.img_to_array(img_pred)\n",
        "        img_pred = img_pred / 255\n",
        "        train_img.append(img_pred)\n",
        "        y.append(i)"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Converting the Features to `Numpy Arrays`"
      ],
      "metadata": {
        "id": "nZigpLXfI_qQ"
      },
      "id": "nZigpLXfI_qQ"
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        "tags": [],
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      "outputs": [],
      "source": [
        "X = np.array(train_img)"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Splitting the Dataset into `Training` and `Validation` datasets"
      ],
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        "id": "IRo4TfWCJKj2"
      },
      "id": "IRo4TfWCJKj2"
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      "cell_type": "code",
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      "source": [
        "X_train, X_val, y_train, y_val = train_test_split(X, y, random_state=42, test_size=0.2)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "ebffb7f2",
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      "outputs": [],
      "source": [
        "X_train = np.reshape(X_train, (X_train.shape[0], -1))\n",
        "X_val = np.reshape(X_val, (X_val.shape[0], -1))"
      ]
    },
    {
      "cell_type": "markdown",
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        "tags": [],
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      },
      "source": [
        "# Fitting the Data into the Model"
      ]
    },
    {
      "cell_type": "code",
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      "id": "26e8f377",
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        "_cell_guid": "af4672ff-21e4-414d-9ae3-f0ff74cd7296",
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      "outputs": [],
      "source": [
        "model = RandomForestClassifier(n_estimators=100)\n",
        "hist = model.fit(X_train, y_train)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "9fe3e307",
      "metadata": {
        "_cell_guid": "db50482a-a586-4452-bcfa-afa712849e7c",
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        "tags": []
      },
      "source": [
        "# Model Evaluation"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "272b7f31",
      "metadata": {
        "execution": {
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      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Accuracy: 0.8013279468821247\n"
          ]
        }
      ],
      "source": [
        "score = model.score(X_val, y_val)\n",
        "print('Accuracy:', score)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "4181878e",
      "metadata": {
        "_cell_guid": "6d998a95-6f62-444f-8d71-a86bdadc9739",
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        "tags": [],
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      "source": [
        "## Predictions of the Model"
      ]
    },
    {
      "cell_type": "code",
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      "id": "de054cab",
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        "_cell_guid": "0461827f-c971-402d-9fb7-923772dd437b",
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      "outputs": [],
      "source": [
        "Y_pred = model.predict(X_val)"
      ]
    },
    {
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      "metadata": {
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      },
      "source": [
        "## Confusion Matrix"
      ]
    },
    {
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      "outputs": [
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1200x1200 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "conf_matrix = confusion_matrix(y_true=y_val, y_pred=Y_pred)\n",
        "\n",
        "disp = ConfusionMatrixDisplay(\n",
        "    confusion_matrix=conf_matrix,\n",
        "    display_labels=classes\n",
        ")\n",
        "fig, ax = plt.subplots(figsize=(12, 12))\n",
        "disp.plot(ax=ax, xticks_rotation='vertical')\n",
        "\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "9f4c47d0",
      "metadata": {
        "_cell_guid": "ccb544d3-4fc8-4758-ba2a-3400c935f9f5",
        "_uuid": "81392bac-d743-4280-a931-d7d5d766ac64",
        "papermill": {
          "duration": 0.009559,
          "end_time": "2023-05-23T17:18:44.136379",
          "exception": false,
          "start_time": "2023-05-23T17:18:44.126820",
          "status": "completed"
        },
        "tags": [],
        "id": "9f4c47d0"
      },
      "source": [
        "## Classification Report"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "7f0260ec",
      "metadata": {
        "_cell_guid": "e6b9c9e2-f1ec-418c-a2c3-6dd4259c2f9b",
        "_uuid": "b4fad2c6-cf23-4751-a3f9-5e36808ab5b1",
        "execution": {
          "iopub.execute_input": "2023-05-23T17:18:44.161060Z",
          "iopub.status.busy": "2023-05-23T17:18:44.160029Z",
          "iopub.status.idle": "2023-05-23T17:18:44.234338Z",
          "shell.execute_reply": "2023-05-23T17:18:44.232461Z"
        },
        "id": "7f0260ec",
        "jupyter": {
          "outputs_hidden": false
        },
        "outputId": "9c230bcc-1876-4ed9-ff02-163d0793b2b6",
        "papermill": {
          "duration": 0.090416,
          "end_time": "2023-05-23T17:18:44.237892",
          "exception": false,
          "start_time": "2023-05-23T17:18:44.147476",
          "status": "completed"
        },
        "tags": []
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "                precision    recall  f1-score   support\n",
            "\n",
            "    AgentTesla       0.67      0.96      0.79      7797\n",
            "        Benign       0.78      0.28      0.41       105\n",
            "CoinMinerXMRig       1.00      0.48      0.65        27\n",
            "       Danabot       0.77      0.84      0.81       212\n",
            "        Dridex       0.97      0.94      0.96       324\n",
            "      Formbook       0.70      0.35      0.47      3588\n",
            "      Gh0stRAT       1.00      0.11      0.20        37\n",
            "      Glupteba       0.88      0.61      0.72        62\n",
            "          Gozi       1.00      0.84      0.91       358\n",
            "         Heodo       0.99      0.99      0.99      8392\n",
            "      NanoCore       0.89      0.20      0.33       990\n",
            "       Quakbot       1.00      0.99      0.99       734\n",
            " RecordBreaker       0.05      0.06      0.05       213\n",
            "RedLineStealer       0.07      0.06      0.06       241\n",
            "        Remcos       0.83      0.34      0.48       980\n",
            "         Tinba       1.00      0.96      0.98        27\n",
            "      Trickbot       1.00      0.91      0.95       832\n",
            "          Zeus       1.00      0.20      0.33        82\n",
            "\n",
            "      accuracy                           0.80     25001\n",
            "     macro avg       0.81      0.56      0.62     25001\n",
            "  weighted avg       0.82      0.80      0.78     25001\n",
            "\n"
          ]
        }
      ],
      "source": [
        "print(classification_report(y_val, Y_pred, target_names=classes))"
      ]
    }
  ],
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