{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 🛡️ Malicious URL HyperModel\n",
    "\n",
    "**Dataset:** [Malicious URLs](https://www.kaggle.com/datasets/sid321axn/malicious-urls-dataset) — 651K URLs · 4 classes (benign / phishing / defacement / malware)\n",
    "\n",
    "**Objective:** Build a GPU-accelerated stacking HyperModel that outperforms literature baselines:\n",
    "\n",
    "| Baseline | Accuracy | Source |\n",
    "|---|---|---|\n",
    "| RF on URL features | 97.98% | Sahingoz 2019 |\n",
    "| URLNet (Char+Word CNN) | ~98.5% | Le 2018 |\n",
    "| Stacking CNN+LSTM+GRU | 97.5% | Nguyen 2021 |\n",
    "| CharCNN | 96.75% | Aljofey 2022 |\n",
    "\n",
    "**Architecture:**\n",
    "```\n",
    "Raw URLs (651K)\n",
    "    ├── Feature Engineering (54 lexical features)\n",
    "    │       ├── XGBoost  (GPU)\n",
    "    │       └── LightGBM (CPU)\n",
    "    ├── TF-IDF char n-grams → Logistic Regression\n",
    "    └── Character-level Deep Learning (GPU)\n",
    "            ├── CharCNN\n",
    "            ├── CharBiLSTM\n",
    "            └── CNN-BiLSTM Hybrid\n",
    "    │\n",
    "    ▼\n",
    "Stacking Meta-Learner (XGBoost GPU)  →  Final Prediction\n",
    "```\n",
    "\n",
    "See [LITERATURE_REVIEW.md](LITERATURE_REVIEW.md) for a full survey of 15+ research papers."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 0. Install & Setup"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n",
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m26.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m26.0.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "PyTorch 2.10.0+cu128 | CUDA available: True\n",
      "  GPU: NVIDIA L4\n",
      "  GPUs: 1\n",
      "\n",
      "✅ Packages ready\n"
     ]
    }
   ],
   "source": [
    "# ─── Install Dependencies ─────────────────────────────────────────────────────────────\n",
    "import subprocess, sys\n",
    "\n",
    "def pip_install(pkg):\n",
    "    subprocess.check_call([sys.executable, '-m', 'pip', 'install', pkg, '-q'])\n",
    "\n",
    "for pkg in [\n",
    "    'xgboost>=2.0', 'lightgbm>=4.0',\n",
    "    'optuna', 'kagglehub',\n",
    "    'tldextract', 'imbalanced-learn',\n",
    "    'seaborn', 'plotly', 'pyarrow',\n",
    "]:\n",
    "    try:\n",
    "        pip_install(pkg)\n",
    "    except Exception as e:\n",
    "        print(f'Warning: {pkg}: {e}')\n",
    "\n",
    "# Verify PyTorch CUDA\n",
    "import torch\n",
    "print(f'PyTorch {torch.__version__} | CUDA available: {torch.cuda.is_available()}')\n",
    "if torch.cuda.is_available():\n",
    "    print(f'  GPU: {torch.cuda.get_device_name(0)}')\n",
    "    print(f'  GPUs: {torch.cuda.device_count()}')\n",
    "print('\\n\\u2705 Packages ready')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Project root : /teamspace/studios/this_studio/urlproject\n",
      "Data dir     : /teamspace/studios/this_studio/urlproject/data\n",
      "Output dir   : /teamspace/studios/this_studio/urlproject/outputs\n"
     ]
    }
   ],
   "source": [
    "import sys, os, pathlib, warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "PROJECT_ROOT = pathlib.Path('.').resolve()\n",
    "sys.path.insert(0, str(PROJECT_ROOT))\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "sns.set_theme(style='whitegrid', palette='muted')\n",
    "pd.set_option('display.max_columns', 30)\n",
    "pd.set_option('display.float_format', '{:.4f}'.format)\n",
    "\n",
    "SEED = 42\n",
    "np.random.seed(SEED)\n",
    "\n",
    "DATA_DIR   = PROJECT_ROOT / 'data'\n",
    "OUTPUT_DIR = PROJECT_ROOT / 'outputs'\n",
    "DATA_DIR.mkdir(parents=True, exist_ok=True)\n",
    "OUTPUT_DIR.mkdir(parents=True, exist_ok=True)\n",
    "\n",
    "print(f'Project root : {PROJECT_ROOT}')\n",
    "print(f'Data dir     : {DATA_DIR}')\n",
    "print(f'Output dir   : {OUTPUT_DIR}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 1. Download Dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Dataset already exists: /teamspace/studios/this_studio/urlproject/data/malicious_phishing.csv\n",
      "\n",
      "Dataset path: /teamspace/studios/this_studio/urlproject/data/malicious_phishing.csv\n"
     ]
    }
   ],
   "source": [
    "from download_data import download_malicious_urls\n",
    "\n",
    "csv_path = download_malicious_urls(DATA_DIR)\n",
    "print(f'\\nDataset path: {csv_path}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 2. Exploratory Data Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Shape   : (651191, 2)\n",
      "Columns : ['url', 'type']\n",
      "\n",
      "Class distribution:\n",
      "type\n",
      "benign        428103\n",
      "defacement     96457\n",
      "phishing       94111\n",
      "malware        32520\n",
      "Name: count, dtype: int64\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>url</th>\n",
       "      <th>type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>br-icloud.com.br</td>\n",
       "      <td>phishing</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>mp3raid.com/music/krizz_kaliko.html</td>\n",
       "      <td>benign</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>bopsecrets.org/rexroth/cr/1.htm</td>\n",
       "      <td>benign</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>http://www.garage-pirenne.be/index.php?option=...</td>\n",
       "      <td>defacement</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>http://adventure-nicaragua.net/index.php?optio...</td>\n",
       "      <td>defacement</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                 url        type\n",
       "0                                   br-icloud.com.br    phishing\n",
       "1                mp3raid.com/music/krizz_kaliko.html      benign\n",
       "2                    bopsecrets.org/rexroth/cr/1.htm      benign\n",
       "3  http://www.garage-pirenne.be/index.php?option=...  defacement\n",
       "4  http://adventure-nicaragua.net/index.php?optio...  defacement"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_raw = pd.read_csv(csv_path)\n",
    "\n",
    "print(f'Shape   : {df_raw.shape}')\n",
    "print(f'Columns : {list(df_raw.columns)}')\n",
    "print(f'\\nClass distribution:')\n",
    "print(df_raw['type'].value_counts())\n",
    "df_raw.head(5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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BwsPDFRMTIweHaxeY+/r66l//+pc2bNigf/zjH/nqR372p7e3NwVaWGGKAwCl3t9//61Zs2bpxRdfzFcCmi0tLU2SVLZs2QL34frkIzU1VefPn1eTJk108uRJ4xK47KTz66+/ltlszrEdDw8PZWRkGJfAFabsG6ddvHgxx/VlypSRs7Ozdu/ereTk5AJv56mnnspzcfn+++9XmzZtjMflypVTly5d9Msvv+jPP/8scB9u5cCBAzp37px69OhhNcdVixYt5Ovrq6+//trmOT169LB63KhRo1xPlAAAKI3Gjx+vJUuWaMmSJXrrrbcUEhKicePG2UxPlJsb5w99+OGHdeHCBSMXk/KWU2WrXr26VXFWupZvtW7dWp999plxiX9WVpY+//xztW7dOt83kr3RrfIp6Vo+d/ToUSUlJRV4O23bts1XXnt9wctkMumZZ56R2WxWfHx8gftwK1lZWdq1a5ceffRRozgrXcvvOnbsqD179lj9bqVreeL1N016+OGHlZWVpd9///2m27pw4YI8PT1zXd+lSxer4m379u1VsWJFbd++XZJ08OBBJSUl6bHHHtPff/+t8+fP6/z580pPT1doaKi+//57mxHKeTleb/TNN98oKCjIKM5K14rSuY1WrVOnjlGclSQvLy/5+Pjo5MmTuW5Dkpo2bap77rlHcXFxxrLk5GR9++23xuhZ6dqxePr0ae3fv/+m7eWmc+fOVqNMAwMDZbFYbAqbgYGB+uOPP3TlyhVjWX7eyzdz/vx5ff/99/rHP/5hVZyVdNMbcH377bcym8169tlnjeKsJD355JMqV66ccWzkR372p4eHhy5dumQzLQbuXoygBVDqzZw5U56enurZs+dN4y5cuGBVGC1TpozKly9vJHMXL160uqw9P/bs2aPZs2dr3759Nn+Es0cENGnSRO3atdOcOXO0dOlSNWnSRI8++qgee+wx49Kkp59+Wp9//rn69eunSpUqKSwsTJGRkYqIiChQv66XPd1AboVoFxcXjRo1Sm+++abCwsL00EMPqUWLFurSpYsqVqyY5+1Ur149z7E1a9a0Saxq1aolSfr999/ztd38OHXqlCTJx8fHZp2vr6/NXGSurq42J0menp63VcgGAKCkCQwMtLoKqGPHjurSpYv+9a9/qUWLFre8YdKNxZXsvCs5OdnIx/KSU2XLLefo0qWL4uLi9MMPP6hx48b69ttv9ddff93WdFbZbpVPSdKQIUP04osvql27dqpbt67Cw8PVuXPnHK9gyk1+8ikHBwerAqn0vxznVoXP23H+/HllZGTkmE/Vrl1bV69e1R9//GF1qX5ux8CNc4Lm5Po5dW9Us2ZNq8cmk0k1a9Y0Xn92sfxmo1JTU1OtisB5OV5v9PvvvysoKMhmeY0aNXKMr1Klis2yvOSYTk5Oatu2rT799FNlZmbKxcVFmzdvltlstirQ9uvXT99++62efPJJ1axZU2FhYerYsaMaNWp00/az3bgPst9/N/a7fPnyunr1qlJTU3XPPfdIyt97+Wayi9X5vdoxO9/39fW1Wu7i4iJvb+8CvTfysz+zj9ebFZFxd6FAC6BUS0pK0po1azR27FidPXvWWH758mWZzWb99ttvKleunCpUqKDBgwdr9+7dRszjjz+uKVOmGH+0jxw5YvUNdl79+uuv6t27t3x9fTVmzBhVqVJFzs7O2r59u5YuXWp8G28ymTRr1izt27dP27Zt0zfffKOxY8dqyZIlWr16tcqWLat7771Xn3zyiXbu3KkdO3Zox44d+uijj9SlSxeryf4L4ujRo3J0dLxpwt+7d2+1atVKX375pXbu3Kl33nlHCxcu1LJly3Kd8+tGhX1339ySmjt5g67ickdYAACKEwcHB4WEhOi9997TiRMncp0z8/r4nGQXMvKaU2W7foTe9cLDw3Xfffdpw4YNaty4sTZs2KCKFSvmeoOp/Dhy5Igk24Lg9Ro3bqwtW7Zo69at2rVrl9auXatly5Zp4sSJevLJJ/O0ndxeW0Hllk/lNq9tUbnVMZCbChUq5KmIm5vs9l9++WWr0a3Xu3F0dUH7mh+3k2N26NBBq1ev1o4dO/Too49q06ZN8vX1tfoioHbt2tq0aZO+/vprffPNN9q8ebM++OADvfTSS1bTeeUmt31Q2O/l4iorK8vqd5Sf/ZmSkiI3N7dCfy+j5KJAC6BUO3PmjK5evapJkyZp0qRJNutbt26tZ599Vq+++qpGjx5tldjdf//9kqSWLVtqwYIF2rBhQ4EKtF999ZUyMzM1b948q2+Zb7xLbragoCAFBQVp+PDh2rhxo0aNGqW4uDgjYXdxcVGrVq3UqlUrXb16VRMmTNDq1av14osv3vRk4GZOnTql77//XkFBQbl+45+tRo0a6tOnj/r06aOkpCR16dJFixcv1rRp0yQV7rfAJ06ckMVisWoze4RDtWrVJFmPrLh+hHP2t+LXy2vfsn9PiYmJCg0NtVqXmJhoM1oAAADkLPsL01vdGDQv8ptT5cbR0VEdO3bUxx9/rFGjRunLL7/M1xRMucnKytKnn34qNze3W45ArFChgv7xj3/oH//4hy5evKiePXtq9uzZRr5XmPnU1atXdfLkSauRrImJiZJs86kbLy3PaRRhXvvm5eUlNzc3Y1vXS0hIkIODQ44jRAvC19dXGzduzHXk5YkTJ6weWywWnThxwrh5cPYI43LlyhVKoT431apVs+mLdPM5iwuqcePGqlixouLi4tSwYUP93//9n3Gj3Ou5u7srKipKUVFRyszM1ODBgzV//nwNGDCg0AdWZCus97L0v99d9pcjeZW93YSEBKsR5pmZmfrtt9+sjgNPT88cvwA4deqUzej0vO7P3377zWb0Lu5uzEELoFR74IEH9O6779r8e+CBB1S1alW9++676tq1qySpQYMGeuSRR4x/derUkXTtZgjNmjXThx9+qC+//NJmG5mZmTcdvZqd7F//bXpqaqrWrVtnFZecnGzzjXv2N/iZmZmSrs2nez0HBwcjscyOya8LFy5oxIgRysrKyjFpy5aRkaHLly9bLatRo4bKli1rtW03N7fbGsFwvbNnz2rLli3G47S0NH3yySfy9/c3pjfIviTs+++/N+LS09P1ySef2LSX1741aNBA9957r1atWmX12rZv367jx4/neldmAADwP2azWbt27ZKzs7Nq16592+3lNafKi86dOys5OVnjx49Xenq6OnXqdFt9y8rK0qRJk3T8+HH16tXrpl9435jPlS1bVjVq1LDJp6S8XdqfFytWrDD+b7FYtGLFCjk7OxtfRFerVk2Ojo5W+ZQkrVy50qatvPbN0dFRYWFh2rp1q9W8/H/99Zc+/fRTNWrU6JYDA/IqKChIFotFBw4cyHH9J598YjU37KZNm/Tnn38a04Q1aNBANWrU0OLFi3OcP/j8+fOF0s/w8HDt27dPBw8eNJZduHBBGzduLJT2r+fg4KD27dtr27Zt2rBhg65cuWI1vYFkeyy6uLiodu3aslgsud4TozAU5nvZy8tLjRs31rp162wGaNxsNPMjjzwiZ2dnvf/++1Zxa9euVWpqqpo3b24s8/b21k8//WT1Ht22bZv++OMPqzbzsz9/+eUXNWzYMO8vFKUeI2gBlGpeXl569NFHbZYvW7ZMknJcl5OpU6eqT58+GjRokFq2bKnQ0FC5ubnpxIkTiouL09mzZ3OdsyosLEzOzs4aOHCgunfvrosXL+rDDz/Uvffea3Wjq48//lgrV67Uo48+qho1aujixYtas2aNypUrZySP48aNU3Jyspo2bapKlSrp1KlTWr58ufz9/fN04pOUlKT169fLYrHo4sWLOnTokDZt2qT09HSNGTPmpnPZJiUlqXfv3mrfvr3q1KkjR0dHffnll/rrr7/UoUMHI+7BBx/UypUrNXfuXNWsWVNeXl42o1DzqlatWnr11Vf1888/695779W6det07tw5TZ482YgJCwtT1apV9eqrryohIUGOjo5at26d7rnnHpskLa99c3Z21qhRo/TKK6+oZ8+e6tChg86dO6f33ntP1apVs7lLNQAAkHbs2KGEhARJ1wpaGzduVFJSkvr3718ohbi85lR5Ub9+fdWtW1ebNm1S7dq19eCDD+b5uampqVq/fr0k6dKlSzpx4oS2bNmiX3/9VR06dNDQoUNv+vwOHTqoSZMmevDBB1WhQgX9/PPP+uKLL6zul5Ddn0mTJik8PFyOjo5W+VZ+uLq66ptvvtHo0aMVGBiob775Rl9//bUGDhxozKFfvnx5tW/fXsuXL5fJZJK3t7e+/vprnTt3zqa9/PRt2LBh+vbbb/X000/r6aeflqOjo1avXq3MzEz985//LNDryUmjRo1UoUIFxcfH55jbeXp66umnn9YTTzyhc+fOadmyZapZs6aeeuopSdeKmZMmTVK/fv3UsWNHPfHEE6pUqZLOnDmj7777TuXKldP8+fNvu599+/bVhg0b9Pzzz6tnz55yd3fXhx9+qCpVqujChQuFPh9pZGSk3n//fc2aNUt169a1OV+Ijo7Wfffdp4YNG+ree+9VQkKCli9frubNmxda8Twnhflelq6dI/Xo0UOPP/64unXrpurVq+v333/X119/bbxXb+Tl5aUBAwZozpw56tu3r1q1aqXExER98MEHCggIsPrS5sknn9QXX3yhvn37KjIyUr/++qs2btxoM3dwXvfngQMHdOHCBbVu3TrfrxWlFwVaAMgDLy8vrVq1Sh988IHi4uI0Y8YMmc1mVatWTa1atdKzzz6b63N9fX01a9YszZw5U2+++abuu+8+9ejRQ15eXho7dqwR16RJE/3888+Ki4vTX3/9pfLlyyswMFDTpk0zLp3p1KmT1qxZow8++EApKSmqWLGiIiMjNXjw4Fznerrerl27tGvXLjk4OKhcuXKqXr26unTpom7duhkjhnNTuXJldejQQfHx8dqwYYMcHR3l6+urmTNnql27dkbcSy+9pFOnTmn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",
      "text/plain": [
       "<Figure size 1400x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "4-class imbalance ratio: 7.60%\n",
      "Binary  imbalance ratio: 52.11%\n"
     ]
    }
   ],
   "source": [
    "# ─── Class distribution plot ─────────────────────────────────────────────────\n",
    "fig, axes = plt.subplots(1, 2, figsize=(14, 4))\n",
    "\n",
    "# 4-class\n",
    "vc = df_raw['type'].value_counts()\n",
    "colors4 = ['#4CAF50', '#F44336', '#FF9800', '#9C27B0']\n",
    "axes[0].bar(vc.index.astype(str), vc.values, color=colors4)\n",
    "axes[0].set_title('4-Class Distribution')\n",
    "axes[0].set_ylabel('Count')\n",
    "for i, v in enumerate(vc.values):\n",
    "    axes[0].text(i, v + vc.max()*0.01, f'{v:,}', ha='center', fontsize=9)\n",
    "\n",
    "# Binary (benign vs malicious)\n",
    "binary_counts = pd.Series({\n",
    "    'benign': (df_raw['type'] == 'benign').sum(),\n",
    "    'malicious': (df_raw['type'] != 'benign').sum(),\n",
    "})\n",
    "axes[1].bar(binary_counts.index, binary_counts.values, color=['#4CAF50', '#F44336'])\n",
    "axes[1].set_title('Binary Distribution (benign vs malicious)')\n",
    "axes[1].set_ylabel('Count')\n",
    "for i, v in enumerate(binary_counts.values):\n",
    "    axes[1].text(i, v + binary_counts.max()*0.01, f'{v:,}', ha='center', fontsize=9)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.savefig(OUTPUT_DIR / 'eda_class_distribution.png', dpi=150)\n",
    "plt.show()\n",
    "\n",
    "print(f'4-class imbalance ratio: {vc.min()/vc.max():.2%}')\n",
    "print(f'Binary  imbalance ratio: {binary_counts.min()/binary_counts.max():.2%}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              mean     50%       max\n",
      "type                                \n",
      "benign     57.7000 46.0000 2175.0000\n",
      "defacement 86.3000 81.0000  327.0000\n",
      "malware    56.5000 49.0000  378.0000\n",
      "phishing   45.9000 35.0000 1779.0000\n"
     ]
    }
   ],
   "source": [
    "# ─── URL length distribution by class ───────────────────────────────────────\n",
    "df_raw['url_len'] = df_raw['url'].astype(str).str.len()\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(10, 4))\n",
    "for cls, color in zip(['benign','phishing','defacement','malware'], colors4):\n",
    "    data = df_raw.loc[df_raw['type']==cls, 'url_len'].clip(0, 500)\n",
    "    ax.hist(data, bins=60, alpha=0.5, color=color, label=cls, density=True)\n",
    "ax.set_xlabel('URL Length (chars)')\n",
    "ax.set_title('URL Length Distribution by Class')\n",
    "ax.legend()\n",
    "plt.tight_layout()\n",
    "plt.savefig(OUTPUT_DIR / 'eda_url_length_by_class.png', dpi=150)\n",
    "plt.show()\n",
    "\n",
    "print(df_raw.groupby('type')['url_len'].describe()[['mean','50%','max']].round(1))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 3. Feature Engineering\n",
    "\n",
    "We extract **54 hand-crafted features** across 8 categories:\n",
    "- Length & structural (7)\n",
    "- Character counts (14)\n",
    "- Character ratios (5)\n",
    "- Entropy / randomness (2)\n",
    "- Boolean indicators (10)\n",
    "- Domain / TLD signals (6)\n",
    "- Suspicious patterns (5)\n",
    "- Path & query analysis (5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Extracting features from 651K URLs …\n",
      "  Extracting features for 651,191 URLs (n_jobs=-1) …\n",
      "  → 651,191 rows × 54 features\n",
      "\n",
      "✅ 651,191 rows × 56 cols\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>url</th>\n",
       "      <th>url_length</th>\n",
       "      <th>hostname_length</th>\n",
       "      <th>domain_length</th>\n",
       "      <th>path_length</th>\n",
       "      <th>query_length</th>\n",
       "      <th>fragment_length</th>\n",
       "      <th>tld_length</th>\n",
       "      <th>num_dots</th>\n",
       "      <th>num_hyphens</th>\n",
       "      <th>num_underscores</th>\n",
       "      <th>num_slashes</th>\n",
       "      <th>num_at_signs</th>\n",
       "      <th>num_ampersands</th>\n",
       "      <th>num_equals</th>\n",
       "      <th>...</th>\n",
       "      <th>domain_token_count</th>\n",
       "      <th>has_suspicious_tld</th>\n",
       "      <th>domain_has_digits</th>\n",
       "      <th>domain_hyphen_count</th>\n",
       "      <th>phishing_keyword_count</th>\n",
       "      <th>brand_count</th>\n",
       "      <th>has_suspicious_ext</th>\n",
       "      <th>brand_in_subdomain</th>\n",
       "      <th>suspicious_word_ratio</th>\n",
       "      <th>path_depth</th>\n",
       "      <th>longest_path_token</th>\n",
       "      <th>avg_path_token_len</th>\n",
       "      <th>max_consecutive_digits</th>\n",
       "      <th>path_entropy</th>\n",
       "      <th>label</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>br-icloud.com.br</td>\n",
       "      <td>16.0000</td>\n",
       "      <td>16.0000</td>\n",
       "      <td>9.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>6.0000</td>\n",
       "      <td>2.0000</td>\n",
       "      <td>1.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>...</td>\n",
       "      <td>4.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>1.0000</td>\n",
       "      <td>1.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.2500</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>phishing</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>mp3raid.com/music/krizz_kaliko.html</td>\n",
       "      <td>35.0000</td>\n",
       "      <td>11.0000</td>\n",
       "      <td>7.0000</td>\n",
       "      <td>24.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>3.0000</td>\n",
       "      <td>2.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>1.0000</td>\n",
       "      <td>2.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>...</td>\n",
       "      <td>2.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>1.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>2.0000</td>\n",
       "      <td>17.0000</td>\n",
       "      <td>11.0000</td>\n",
       "      <td>1.0000</td>\n",
       "      <td>3.8554</td>\n",
       "      <td>benign</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>bopsecrets.org/rexroth/cr/1.htm</td>\n",
       "      <td>31.0000</td>\n",
       "      <td>14.0000</td>\n",
       "      <td>10.0000</td>\n",
       "      <td>17.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>3.0000</td>\n",
       "      <td>2.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>3.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>...</td>\n",
       "      <td>2.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>0.0000</td>\n",
       "      <td>3.0000</td>\n",
       "      <td>7.0000</td>\n",
       "      <td>4.6667</td>\n",
       "      <td>1.0000</td>\n",
       "      <td>3.2928</td>\n",
       "      <td>benign</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>3 rows × 56 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                   url  url_length  hostname_length  \\\n",
       "0                     br-icloud.com.br     16.0000          16.0000   \n",
       "1  mp3raid.com/music/krizz_kaliko.html     35.0000          11.0000   \n",
       "2      bopsecrets.org/rexroth/cr/1.htm     31.0000          14.0000   \n",
       "\n",
       "   domain_length  path_length  query_length  fragment_length  tld_length  \\\n",
       "0         9.0000       0.0000        0.0000           0.0000      6.0000   \n",
       "1         7.0000      24.0000        0.0000           0.0000      3.0000   \n",
       "2        10.0000      17.0000        0.0000           0.0000      3.0000   \n",
       "\n",
       "   num_dots  num_hyphens  num_underscores  num_slashes  num_at_signs  \\\n",
       "0    2.0000       1.0000           0.0000       0.0000        0.0000   \n",
       "1    2.0000       0.0000           1.0000       2.0000        0.0000   \n",
       "2    2.0000       0.0000           0.0000       3.0000        0.0000   \n",
       "\n",
       "   num_ampersands  num_equals  ...  domain_token_count  has_suspicious_tld  \\\n",
       "0          0.0000      0.0000  ...              4.0000              0.0000   \n",
       "1          0.0000      0.0000  ...              2.0000              0.0000   \n",
       "2          0.0000      0.0000  ...              2.0000              0.0000   \n",
       "\n",
       "   domain_has_digits  domain_hyphen_count  phishing_keyword_count  \\\n",
       "0             0.0000               1.0000                  1.0000   \n",
       "1             1.0000               0.0000                  0.0000   \n",
       "2             0.0000               0.0000                  0.0000   \n",
       "\n",
       "   brand_count  has_suspicious_ext  brand_in_subdomain  suspicious_word_ratio  \\\n",
       "0       0.0000              0.0000              0.0000                 0.2500   \n",
       "1       0.0000              0.0000              0.0000                 0.0000   \n",
       "2       0.0000              0.0000              0.0000                 0.0000   \n",
       "\n",
       "   path_depth  longest_path_token  avg_path_token_len  max_consecutive_digits  \\\n",
       "0      0.0000              0.0000              0.0000                  0.0000   \n",
       "1      2.0000             17.0000             11.0000                  1.0000   \n",
       "2      3.0000              7.0000              4.6667                  1.0000   \n",
       "\n",
       "   path_entropy     label  \n",
       "0        0.0000  phishing  \n",
       "1        3.8554    benign  \n",
       "2        3.2928    benign  \n",
       "\n",
       "[3 rows x 56 columns]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from feature_engineering import URLFeatureExtractor, featurize_dataset\n",
    "\n",
    "print('Extracting features from 651K URLs …')\n",
    "df = featurize_dataset(str(csv_path), url_col='url', label_col='type')\n",
    "print(f'\\n\\u2705 {df.shape[0]:,} rows \\u00d7 {df.shape[1]} cols')\n",
    "df.head(3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total features: 54\n",
      "['url_length', 'hostname_length', 'domain_length', 'path_length', 'query_length', 'fragment_length', 'tld_length', 'num_dots', 'num_hyphens', 'num_underscores', 'num_slashes', 'num_at_signs', 'num_ampersands', 'num_equals', 'num_question_marks', 'num_percent', 'num_tilde', 'num_digits', 'num_letters', 'num_special', 'num_params', 'digit_ratio', 'letter_ratio', 'special_ratio', 'uppercase_ratio', 'digit_letter_ratio', 'url_entropy', 'domain_entropy', 'has_ip', 'has_https', 'has_http', 'has_www', 'has_port', 'has_at_symbol', 'is_shortened', 'has_double_slash_redirect', 'has_punycode', 'has_hex_encoding', 'num_subdomains', 'subdomain_length', 'domain_token_count', 'has_suspicious_tld', 'domain_has_digits', 'domain_hyphen_count', 'phishing_keyword_count', 'brand_count', 'has_suspicious_ext', 'brand_in_subdomain', 'suspicious_word_ratio', 'path_depth', 'longest_path_token', 'avg_path_token_len', 'max_consecutive_digits', 'path_entropy']\n"
     ]
    }
   ],
   "source": [
    "feat_names = URLFeatureExtractor.feature_names()\n",
    "print(f'Total features: {len(feat_names)}')\n",
    "print(feat_names)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Top 15 features correlated with maliciousness:\n",
      "has_www              0.5390\n",
      "has_suspicious_ext   0.2746\n",
      "num_params           0.2723\n",
      "num_ampersands       0.2635\n",
      "num_equals           0.2568\n",
      "num_dots             0.2388\n",
      "domain_token_count   0.2276\n",
      "has_ip               0.1897\n",
      "has_https            0.1764\n",
      "has_http             0.1763\n",
      "path_length          0.1741\n",
      "longest_path_token   0.1697\n",
      "num_subdomains       0.1614\n",
      "domain_has_digits    0.1576\n",
      "query_length         0.1567\n"
     ]
    }
   ],
   "source": [
    "# ─── Top features correlated with malicious label (binary) ──────────────\n",
    "df['is_malicious'] = (df['label'] != 'benign').astype(int)\n",
    "\n",
    "feat_corr = df[feat_names].corrwith(df['is_malicious']).abs().sort_values(ascending=False)\n",
    "print('Top 15 features correlated with maliciousness:')\n",
    "print(feat_corr.head(15).to_string())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1600x700 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# ─── Feature distributions: benign vs malicious ─────────────────────────\n",
    "top_feats = feat_corr.head(8).index.tolist()\n",
    "fig, axes = plt.subplots(2, 4, figsize=(16, 7))\n",
    "axes = axes.flatten()\n",
    "\n",
    "for ax, feat in zip(axes, top_feats):\n",
    "    for lbl, color, name in [(0, '#4CAF50', 'Benign'), (1, '#F44336', 'Malicious')]:\n",
    "        data = df.loc[df['is_malicious']==lbl, feat].clip(\n",
    "            df[feat].quantile(0.01), df[feat].quantile(0.99)\n",
    "        )\n",
    "        ax.hist(data, bins=40, alpha=0.6, color=color, label=name, density=True)\n",
    "    ax.set_title(feat, fontsize=9)\n",
    "    ax.legend(fontsize=7)\n",
    "\n",
    "plt.suptitle('Feature Distributions: Benign vs Malicious', y=1.02)\n",
    "plt.tight_layout()\n",
    "plt.savefig(OUTPUT_DIR / 'eda_feature_distributions.png', dpi=150, bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 4. Data Preparation\n",
    "\n",
    "We prepare two tasks:\n",
    "- **Binary**: benign (0) vs malicious (1)\n",
    "- **Multi-class**: benign (0) / phishing (1) / defacement (2) / malware (3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Train: 520,952 | Test: 130,239\n",
      "Binary train dist  : {0: 342482, 1: 178470}\n",
      "4-class train dist : {0: 342482, 1: 75289, 2: 77165, 3: 26016}\n"
     ]
    }
   ],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.preprocessing import StandardScaler, LabelEncoder\n",
    "\n",
    "# ─── Encode labels ─────────────────────────────────────────────────────\n",
    "label_map_4 = {'benign': 0, 'phishing': 1, 'defacement': 2, 'malware': 3}\n",
    "df['label_4'] = df['label'].map(label_map_4)\n",
    "df['label_2'] = (df['label'] != 'benign').astype(int)  # binary\n",
    "\n",
    "CLASS_NAMES_4 = ['benign', 'phishing', 'defacement', 'malware']\n",
    "CLASS_NAMES_2 = ['Benign', 'Malicious']\n",
    "\n",
    "X = df[feat_names].values.astype(np.float32)\n",
    "y_4 = df['label_4'].values\n",
    "y_2 = df['label_2'].values\n",
    "urls = df['url'].values\n",
    "\n",
    "# ─── Binary split ──────────────────────────────────────────────────────\n",
    "X_train, X_test, y2_train, y2_test, y4_train, y4_test, u_train, u_test = \\\n",
    "    train_test_split(X, y_2, y_4, urls, test_size=0.20, stratify=y_4, random_state=SEED)\n",
    "\n",
    "print(f'Train: {len(y2_train):,} | Test: {len(y2_test):,}')\n",
    "print(f'Binary train dist  : {dict(zip(*np.unique(y2_train, return_counts=True)))}')\n",
    "print(f'4-class train dist : {dict(zip(*np.unique(y4_train, return_counts=True)))}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Scaled (dtype=float32, shape=(520952, 54))\n"
     ]
    }
   ],
   "source": [
    "# ─── Feature scaling ───────────────────────────────────────────────────────\n",
    "scaler = StandardScaler()\n",
    "X_train_sc = scaler.fit_transform(X_train).astype(np.float32)\n",
    "X_test_sc  = scaler.transform(X_test).astype(np.float32)\n",
    "\n",
    "print(f'\\u2705 Scaled (dtype={X_train_sc.dtype}, shape={X_train_sc.shape})')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 5. Classical ML Models (GPU where possible)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "=======================================================\n",
      "  BINARY: Benign vs Malicious\n",
      "=======================================================\n",
      "\n",
      "Training XGBoost (GPU) …\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  XGBoost (GPU)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9802\n",
      "  Precision : 0.9805\n",
      "  Recall    : 0.9754\n",
      "  F1 (macro): 0.9779\n",
      "  AUC-ROC   : 0.9968\n",
      "──────────────────────────────────────────────────\n",
      "\n",
      "Training LightGBM (CPU) …\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  LightGBM (CPU)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9782\n",
      "  Precision : 0.9759\n",
      "  Recall    : 0.9756\n",
      "  F1 (macro): 0.9758\n",
      "  AUC-ROC   : 0.9965\n",
      "──────────────────────────────────────────────────\n"
     ]
    }
   ],
   "source": [
    "from models import build_xgb, build_lgbm\n",
    "from evaluation import evaluate_model, print_results_banner\n",
    "\n",
    "all_results_bin = []   # binary results\n",
    "all_results_mc  = []   # 4-class results\n",
    "\n",
    "# ─── Binary Classification ──────────────────────────────────────────────\n",
    "print('\\n' + '='*55)\n",
    "print('  BINARY: Benign vs Malicious')\n",
    "print('='*55)\n",
    "\n",
    "clf_models_bin = {\n",
    "    'XGBoost (GPU)':  build_xgb(num_classes=2),\n",
    "    'LightGBM (CPU)': build_lgbm(num_classes=2),\n",
    "}\n",
    "\n",
    "for name, model in clf_models_bin.items():\n",
    "    print(f'\\nTraining {name} …')\n",
    "    model.fit(X_train_sc, y2_train)\n",
    "    preds = model.predict(X_test_sc)\n",
    "    proba = model.predict_proba(X_test_sc)\n",
    "    result = evaluate_model(name, y2_test, preds, proba,\n",
    "                            class_names=CLASS_NAMES_2, task='binary')\n",
    "    all_results_bin.append(result)\n",
    "    print_results_banner(result)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "=======================================================\n",
      "  MULTI-CLASS: benign / phishing / defacement / malware\n",
      "=======================================================\n",
      "\n",
      "Training XGBoost (GPU, 4c) …\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  XGBoost (GPU, 4c)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9745\n",
      "  Precision : 0.9714\n",
      "  Recall    : 0.9553\n",
      "  F1 (macro): 0.9630\n",
      "  AUC-ROC   : 0.9968\n",
      "──────────────────────────────────────────────────\n",
      "\n",
      "Training LightGBM (CPU, 4c) …\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  LightGBM (CPU, 4c)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9681\n",
      "  Precision : 0.9529\n",
      "  Recall    : 0.9640\n",
      "  F1 (macro): 0.9581\n",
      "  AUC-ROC   : 0.9966\n",
      "──────────────────────────────────────────────────\n"
     ]
    }
   ],
   "source": [
    "# ─── 4-Class Classification ─────────────────────────────────────────────\n",
    "print('\\n' + '='*55)\n",
    "print('  MULTI-CLASS: benign / phishing / defacement / malware')\n",
    "print('='*55)\n",
    "\n",
    "clf_models_mc = {\n",
    "    'XGBoost (GPU, 4c)':  build_xgb(num_classes=4),\n",
    "    'LightGBM (CPU, 4c)': build_lgbm(num_classes=4),\n",
    "}\n",
    "\n",
    "for name, model in clf_models_mc.items():\n",
    "    print(f'\\nTraining {name} …')\n",
    "    model.fit(X_train_sc, y4_train)\n",
    "    preds = model.predict(X_test_sc)\n",
    "    proba = model.predict_proba(X_test_sc)\n",
    "    result = evaluate_model(name, y4_test, preds, proba,\n",
    "                            class_names=CLASS_NAMES_4, task='multiclass')\n",
    "    all_results_mc.append(result)\n",
    "    print_results_banner(result)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 6. TF-IDF String Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training TF-IDF + LR (binary) …\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  TF-IDF + LR\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9803\n",
      "  Precision : 0.9805\n",
      "  Recall    : 0.9757\n",
      "  F1 (macro): 0.9781\n",
      "  AUC-ROC   : 0.9971\n",
      "──────────────────────────────────────────────────\n",
      "\n",
      "Training TF-IDF + LR (4-class) …\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  TF-IDF + LR (4c)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9775\n",
      "  Precision : 0.9772\n",
      "  Recall    : 0.9609\n",
      "  F1 (macro): 0.9688\n",
      "  AUC-ROC   : 0.9976\n",
      "──────────────────────────────────────────────────\n"
     ]
    }
   ],
   "source": [
    "from models import build_tfidf_lr_pipeline\n",
    "\n",
    "# Binary\n",
    "print('Training TF-IDF + LR (binary) …')\n",
    "tfidf_bin = build_tfidf_lr_pipeline(num_classes=2)\n",
    "tfidf_bin.fit(u_train, y2_train)\n",
    "preds = tfidf_bin.predict(u_test)\n",
    "proba = tfidf_bin.predict_proba(u_test)\n",
    "result = evaluate_model('TF-IDF + LR', y2_test, preds, proba,\n",
    "                        class_names=CLASS_NAMES_2, task='binary')\n",
    "all_results_bin.append(result)\n",
    "print_results_banner(result)\n",
    "\n",
    "# 4-class\n",
    "print('\\nTraining TF-IDF + LR (4-class) …')\n",
    "tfidf_mc = build_tfidf_lr_pipeline(num_classes=4)\n",
    "tfidf_mc.fit(u_train, y4_train)\n",
    "preds = tfidf_mc.predict(u_test)\n",
    "proba = tfidf_mc.predict_proba(u_test)\n",
    "result = evaluate_model('TF-IDF + LR (4c)', y4_test, preds, proba,\n",
    "                        class_names=CLASS_NAMES_4, task='multiclass')\n",
    "all_results_mc.append(result)\n",
    "print_results_banner(result)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 7. Deep Learning Models (CharCNN · BiLSTM · Hybrid) — GPU"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "DL device: cuda\n",
      "\n",
      "── Binary: Deep Learning Models ──\n",
      "\n",
      "Training CharCNN (binary) …\n",
      "    Epoch   1/20  loss=0.1873\n",
      "    Epoch   5/20  loss=0.0524\n",
      "    Epoch  10/20  loss=0.0302\n",
      "    Epoch  15/20  loss=0.0145\n",
      "    Epoch  20/20  loss=0.0079\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  CharCNN\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9872\n",
      "  Precision : 0.9862\n",
      "  Recall    : 0.9853\n",
      "  F1 (macro): 0.9858\n",
      "  AUC-ROC   : 0.9985\n",
      "──────────────────────────────────────────────────\n",
      "\n",
      "Training CharBiLSTM (binary) …\n",
      "    Epoch   1/15  loss=0.2838\n",
      "    Epoch   5/15  loss=0.0653\n",
      "    Epoch  10/15  loss=0.0475\n",
      "    Epoch  15/15  loss=0.0414\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  CharBiLSTM\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9844\n",
      "  Precision : 0.9822\n",
      "  Recall    : 0.9833\n",
      "  F1 (macro): 0.9828\n",
      "  AUC-ROC   : 0.9980\n",
      "──────────────────────────────────────────────────\n",
      "\n",
      "Training CNN-BiLSTM (binary) …\n",
      "    Epoch   1/15  loss=0.1749\n",
      "    Epoch   5/15  loss=0.0481\n",
      "    Epoch  10/15  loss=0.0323\n",
      "    Epoch  15/15  loss=0.0240\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  CNN-BiLSTM\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9867\n",
      "  Precision : 0.9851\n",
      "  Recall    : 0.9853\n",
      "  F1 (macro): 0.9852\n",
      "  AUC-ROC   : 0.9985\n",
      "──────────────────────────────────────────────────\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "from models import DeepURLClassifier\n",
    "\n",
    "device = 'cuda' if torch.cuda.is_available() else 'cpu'\n",
    "print(f'DL device: {device}')\n",
    "\n",
    "dl_configs = [\n",
    "    dict(name='CharCNN',    arch='cnn',       epochs=20, batch_size=2048, lr=1e-3),\n",
    "    dict(name='CharBiLSTM', arch='bilstm',    epochs=15, batch_size=2048, lr=5e-4),\n",
    "    dict(name='CNN-BiLSTM', arch='cnn_bilstm',epochs=15, batch_size=2048, lr=7e-4),\n",
    "]\n",
    "\n",
    "# ─── Binary ───────────────────────────────────────────────────────────────\n",
    "print('\\n\\u2500\\u2500 Binary: Deep Learning Models \\u2500\\u2500')\n",
    "for cfg in dl_configs:\n",
    "    print(f\"\\nTraining {cfg['name']} (binary) …\")\n",
    "    model = DeepURLClassifier(\n",
    "        arch=cfg['arch'], num_classes=2,\n",
    "        epochs=cfg['epochs'], batch_size=cfg['batch_size'],\n",
    "        lr=cfg['lr'], device='auto',\n",
    "    )\n",
    "    model.fit(list(u_train), y2_train, class_weight='balanced')\n",
    "    preds = model.predict(list(u_test))\n",
    "    proba = model.predict_proba(list(u_test))\n",
    "    result = evaluate_model(cfg['name'], y2_test, preds, proba,\n",
    "                            class_names=CLASS_NAMES_2, task='binary')\n",
    "    all_results_bin.append(result)\n",
    "    print_results_banner(result)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "── 4-Class: Deep Learning Models ──\n",
      "\n",
      "Training CharCNN (4-class) …\n",
      "    Epoch   1/20  loss=0.3261\n",
      "    Epoch   5/20  loss=0.0887\n",
      "    Epoch  10/20  loss=0.0556\n",
      "    Epoch  15/20  loss=0.0305\n",
      "    Epoch  20/20  loss=0.0211\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  CharCNN (4c)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9819\n",
      "  Precision : 0.9741\n",
      "  Recall    : 0.9767\n",
      "  F1 (macro): 0.9753\n",
      "  AUC-ROC   : 0.9985\n",
      "──────────────────────────────────────────────────\n",
      "\n",
      "Training CharBiLSTM (4-class) …\n",
      "    Epoch   1/15  loss=0.6086\n",
      "    Epoch   5/15  loss=0.1544\n",
      "    Epoch  10/15  loss=0.0932\n",
      "    Epoch  15/15  loss=0.0801\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  CharBiLSTM (4c)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9730\n",
      "  Precision : 0.9615\n",
      "  Recall    : 0.9699\n",
      "  F1 (macro): 0.9654\n",
      "  AUC-ROC   : 0.9970\n",
      "──────────────────────────────────────────────────\n",
      "\n",
      "Training CNN-BiLSTM (4-class) …\n",
      "    Epoch   1/15  loss=0.3709\n",
      "    Epoch   5/15  loss=0.0917\n",
      "    Epoch  10/15  loss=0.0624\n",
      "    Epoch  15/15  loss=0.0510\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  CNN-BiLSTM (4c)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9775\n",
      "  Precision : 0.9670\n",
      "  Recall    : 0.9744\n",
      "  F1 (macro): 0.9705\n",
      "  AUC-ROC   : 0.9979\n",
      "──────────────────────────────────────────────────\n"
     ]
    }
   ],
   "source": [
    "# ─── 4-Class ──────────────────────────────────────────────────────────────\n",
    "print('\\n\\u2500\\u2500 4-Class: Deep Learning Models \\u2500\\u2500')\n",
    "for cfg in dl_configs:\n",
    "    print(f\"\\nTraining {cfg['name']} (4-class) …\")\n",
    "    model = DeepURLClassifier(\n",
    "        arch=cfg['arch'], num_classes=4,\n",
    "        epochs=cfg['epochs'], batch_size=cfg['batch_size'],\n",
    "        lr=cfg['lr'], device='auto',\n",
    "    )\n",
    "    model.fit(list(u_train), y4_train, class_weight='balanced')\n",
    "    preds = model.predict(list(u_test))\n",
    "    proba = model.predict_proba(list(u_test))\n",
    "    result = evaluate_model(cfg['name']+' (4c)', y4_test, preds, proba,\n",
    "                            class_names=CLASS_NAMES_4, task='multiclass')\n",
    "    all_results_mc.append(result)\n",
    "    print_results_banner(result)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 8. Optuna Hyperparameter Tuning"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Tuning XGBoost (GPU, binary) …\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "3df14b4177d343ffba5207983e26f2d5",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Best XGBoost accuracy: 0.9805\n",
      "  Best params: {'n_estimators': 553, 'max_depth': 10, 'learning_rate': 0.05915270555752742, 'subsample': 0.764602558915368, 'colsample_bytree': 0.7756388135924479, 'min_child_weight': 4, 'reg_alpha': 0.0014422146945787283, 'reg_lambda': 0.7144723249698538, 'gamma': 0.04396082989659594}\n",
      "\n",
      "Tuning LightGBM (CPU, binary) …\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c0510b9937224cfdbe07a478aa9bf73c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Best LightGBM accuracy: 0.9802\n",
      "  Best params: {'n_estimators': 295, 'max_depth': 11, 'learning_rate': 0.2596813640859308, 'num_leaves': 94, 'subsample': 0.6123647672737547, 'colsample_bytree': 0.6093219988661385, 'min_child_samples': 8, 'reg_alpha': 0.01521790792849702, 'reg_lambda': 0.4767311218529929}\n"
     ]
    }
   ],
   "source": [
    "from hypertuning import tune_xgb, tune_lgbm\n",
    "\n",
    "print('Tuning XGBoost (GPU, binary) …')\n",
    "best_xgb_params = tune_xgb(\n",
    "    X_train_sc, y2_train,\n",
    "    num_classes=2, n_trials=60, timeout=300,\n",
    ")\n",
    "\n",
    "print('\\nTuning LightGBM (CPU, binary) …')\n",
    "best_lgbm_params = tune_lgbm(\n",
    "    X_train_sc, y2_train,\n",
    "    num_classes=2, n_trials=60, timeout=300,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "──────────────────────────────────────────────────\n",
      "  XGBoost (Optuna-tuned)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9816\n",
      "  Precision : 0.9817\n",
      "  Recall    : 0.9773\n",
      "  F1 (macro): 0.9795\n",
      "  AUC-ROC   : 0.9974\n",
      "──────────────────────────────────────────────────\n",
      "\n",
      "──────────────────────────────────────────────────\n",
      "  LightGBM (Optuna-tuned)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9814\n",
      "  Precision : 0.9800\n",
      "  Recall    : 0.9787\n",
      "  F1 (macro): 0.9793\n",
      "  AUC-ROC   : 0.9971\n",
      "──────────────────────────────────────────────────\n"
     ]
    }
   ],
   "source": [
    "import xgboost as xgb_lib\n",
    "import lightgbm as lgb_lib\n",
    "\n",
    "# ── Tuned XGBoost (GPU) ─────────────────────────────────────────────────\n",
    "_xgb_dev = 'cuda' if torch.cuda.is_available() else 'cpu'\n",
    "\n",
    "tuned_xgb = xgb_lib.XGBClassifier(\n",
    "    **best_xgb_params,\n",
    "    objective='binary:logistic', tree_method='hist',\n",
    "    device=_xgb_dev, eval_metric='logloss',\n",
    "    n_jobs=-1, random_state=42,\n",
    ")\n",
    "tuned_xgb.fit(X_train_sc, y2_train)\n",
    "preds = tuned_xgb.predict(X_test_sc)\n",
    "proba = tuned_xgb.predict_proba(X_test_sc)\n",
    "result = evaluate_model('XGBoost (Optuna-tuned)', y2_test, preds, proba,\n",
    "                        class_names=CLASS_NAMES_2, task='binary')\n",
    "all_results_bin.append(result)\n",
    "print_results_banner(result)\n",
    "\n",
    "# ── Tuned LightGBM (CPU) ────────────────────────────────────────────────\n",
    "tuned_lgbm = lgb_lib.LGBMClassifier(\n",
    "    **best_lgbm_params,\n",
    "    objective='binary', class_weight='balanced',\n",
    "    device_type='cpu', n_jobs=-1, random_state=42, verbose=-1,\n",
    ")\n",
    "tuned_lgbm.fit(X_train_sc, y2_train)\n",
    "preds = tuned_lgbm.predict(X_test_sc)\n",
    "proba = tuned_lgbm.predict_proba(X_test_sc)\n",
    "result = evaluate_model('LightGBM (Optuna-tuned)', y2_test, preds, proba,\n",
    "                        class_names=CLASS_NAMES_2, task='binary')\n",
    "all_results_bin.append(result)\n",
    "print_results_banner(result)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 9. HyperModel — Stacking Ensemble\n",
    "\n",
    "Combines feature-based models (XGBoost GPU, LightGBM CPU) and character-level DL\n",
    "(CharCNN, BiLSTM) via out-of-fold (OOF) stacking with an XGBoost GPU meta-learner."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training HyperModel (binary) …\n",
      "\n",
      "  ▸ OOF training: xgb\n",
      "\n",
      "  ▸ OOF training: lgbm\n",
      "\n",
      "  ▸ OOF training: tfidf_lr\n",
      "\n",
      "  ▸ OOF training: char_cnn\n",
      "    Epoch   1/15  loss=0.2286\n",
      "    Epoch   5/15  loss=0.0576\n",
      "    Epoch  10/15  loss=0.0322\n",
      "    Epoch  15/15  loss=0.0189\n",
      "    Epoch   1/15  loss=0.2067\n",
      "    Epoch   5/15  loss=0.0543\n",
      "    Epoch  10/15  loss=0.0302\n",
      "    Epoch  15/15  loss=0.0162\n",
      "    Epoch   1/15  loss=0.2306\n",
      "    Epoch   5/15  loss=0.0544\n",
      "    Epoch  10/15  loss=0.0294\n",
      "    Epoch  15/15  loss=0.0162\n",
      "    Epoch   1/15  loss=0.2049\n",
      "    Epoch   5/15  loss=0.0532\n",
      "    Epoch  10/15  loss=0.0276\n",
      "    Epoch  15/15  loss=0.0143\n",
      "    Epoch   1/15  loss=0.2114\n",
      "    Epoch   5/15  loss=0.0526\n",
      "    Epoch  10/15  loss=0.0277\n",
      "    Epoch  15/15  loss=0.0146\n",
      "    Epoch   1/15  loss=0.1929\n",
      "    Epoch   5/15  loss=0.0507\n",
      "    Epoch  10/15  loss=0.0282\n",
      "    Epoch  15/15  loss=0.0148\n",
      "\n",
      "  ▸ OOF training: char_bilstm\n",
      "    Epoch   1/12  loss=0.3234\n",
      "    Epoch   5/12  loss=0.0770\n",
      "    Epoch  10/12  loss=0.0575\n",
      "    Epoch   1/12  loss=0.3016\n",
      "    Epoch   5/12  loss=0.0790\n",
      "    Epoch  10/12  loss=0.0595\n",
      "    Epoch   1/12  loss=0.3241\n",
      "    Epoch   5/12  loss=0.0698\n",
      "    Epoch  10/12  loss=0.0529\n",
      "    Epoch   1/12  loss=0.3170\n",
      "    Epoch   5/12  loss=0.0709\n",
      "    Epoch  10/12  loss=0.0531\n",
      "    Epoch   1/12  loss=0.3128\n",
      "    Epoch   5/12  loss=0.0743\n",
      "    Epoch  10/12  loss=0.0554\n",
      "    Epoch   1/12  loss=0.2810\n",
      "    Epoch   5/12  loss=0.0644\n",
      "    Epoch  10/12  loss=0.0480\n",
      "\n",
      "  ▸ Training meta-learner …\n",
      "\n",
      "✅ HyperModel trained\n"
     ]
    }
   ],
   "source": [
    "from models import build_stacking_hypermodel, ManualStackingEnsemble\n",
    "\n",
    "# ── Binary HyperModel ───────────────────────────────────────────────────\n",
    "arch = build_stacking_hypermodel(num_classes=2, use_deep=True, cv=5)\n",
    "\n",
    "hypermodel = ManualStackingEnsemble(\n",
    "    level0      = arch['level0'],\n",
    "    meta        = arch['meta'],\n",
    "    cv          = 5,\n",
    "    num_classes = 2,\n",
    ")\n",
    "\n",
    "print('Training HyperModel (binary) …')\n",
    "hypermodel.fit(\n",
    "    X_feat = X_train_sc,\n",
    "    X_url  = u_train,\n",
    "    y      = y2_train,\n",
    ")\n",
    "print('\\n\\u2705 HyperModel trained')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "──────────────────────────────────────────────────\n",
      "  HyperModel (Stacking Ensemble)\n",
      "──────────────────────────────────────────────────\n",
      "  Accuracy  : 0.9888\n",
      "  Precision : 0.9886\n",
      "  Recall    : 0.9866\n",
      "  F1 (macro): 0.9876\n",
      "  AUC-ROC   : 0.9990\n",
      "──────────────────────────────────────────────────\n"
     ]
    }
   ],
   "source": [
    "hyper_preds = hypermodel.predict(X_test_sc, u_test)\n",
    "hyper_proba = hypermodel.predict_proba(X_test_sc, u_test)\n",
    "\n",
    "result_hyper = evaluate_model(\n",
    "    'HyperModel (Stacking Ensemble)',\n",
    "    y2_test, hyper_preds, hyper_proba,\n",
    "    class_names=CLASS_NAMES_2, task='binary',\n",
    ")\n",
    "all_results_bin.append(result_hyper)\n",
    "print_results_banner(result_hyper)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 10. Results Comparison vs Literature"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "ERROR:tornado.general:Uncaught exception in ZMQStream callback\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "ERROR:tornado.general:Uncaught exception in zmqstream callback\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 600, in _handle_events\n",
      "    self._handle_recv()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 629, in _handle_recv\n",
      "    self._run_callback(callback, msg)\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "ERROR:tornado.application:Exception in callback functools.partial(<function ZMQStream._update_handler.<locals>.<lambda> at 0x70508ca94040>)\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/tornado/ioloop.py\", line 758, in _run_callback\n",
      "    ret = callback()\n",
      "          ^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 684, in <lambda>\n",
      "    self.io_loop.add_callback(lambda: self._handle_events(self.socket, 0))\n",
      "                                      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 600, in _handle_events\n",
      "    self._handle_recv()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 629, in _handle_recv\n",
      "    self._run_callback(callback, msg)\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n"
     ]
    }
   ],
   "source": [
    "from evaluation import build_comparison_table, plot_accuracy_bar\n",
    "\n",
    "print('\\n\\ud83d\\udcca Binary Classification \\u2014 Final Comparison')\n",
    "comparison_bin = build_comparison_table(all_results_bin, task='binary')\n",
    "print(comparison_bin[['Method','Accuracy','F1 (macro)','AUC-ROC','Source']].to_string(index=False))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "ERROR:tornado.general:Uncaught exception in ZMQStream callback\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "ERROR:tornado.general:Uncaught exception in zmqstream callback\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 600, in _handle_events\n",
      "    self._handle_recv()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 629, in _handle_recv\n",
      "    self._run_callback(callback, msg)\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "ERROR:tornado.application:Exception in callback functools.partial(<function ZMQStream._update_handler.<locals>.<lambda> at 0x705074b391c0>)\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/tornado/ioloop.py\", line 758, in _run_callback\n",
      "    ret = callback()\n",
      "          ^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 684, in <lambda>\n",
      "    self.io_loop.add_callback(lambda: self._handle_events(self.socket, 0))\n",
      "                                      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 600, in _handle_events\n",
      "    self._handle_recv()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 629, in _handle_recv\n",
      "    self._run_callback(callback, msg)\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n"
     ]
    }
   ],
   "source": [
    "print('\\n\\ud83d\\udcca 4-Class Classification \\u2014 Final Comparison')\n",
    "comparison_mc = build_comparison_table(all_results_mc, task='multiclass')\n",
    "print(comparison_mc[['Method','Accuracy','F1 (macro)','AUC-ROC','Source']].to_string(index=False))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# ─── Accuracy bar chart ───────────────────────────────────────────────────\n",
    "fig_bar = plot_accuracy_bar(\n",
    "    comparison_bin,\n",
    "    save_path=str(OUTPUT_DIR / 'results_accuracy_bar.png'),\n",
    ")\n",
    "plt.show()\n",
    "\n",
    "# ─── ROC curves (binary) ─────────────────────────────────────────────────\n",
    "from sklearn.metrics import roc_curve, auc\n",
    "\n",
    "fig_roc, ax_roc = plt.subplots(figsize=(9, 7))\n",
    "ax_roc.plot([0,1],[0,1], 'k--', lw=1, label='Random')\n",
    "\n",
    "roc_models = {\n",
    "    'XGBoost (GPU)':        ('feat', clf_models_bin['XGBoost (GPU)']),\n",
    "    'LightGBM (CPU)':       ('feat', clf_models_bin['LightGBM (CPU)']),\n",
    "    'TF-IDF + LR':          ('url',  tfidf_bin),\n",
    "    'XGBoost (tuned)':      ('feat', tuned_xgb),\n",
    "    'LightGBM (tuned)':     ('feat', tuned_lgbm),\n",
    "}\n",
    "\n",
    "for name, (src, mdl) in roc_models.items():\n",
    "    try:\n",
    "        X_in = u_test if src == 'url' else X_test_sc\n",
    "        prob = mdl.predict_proba(X_in)[:, 1]\n",
    "        fpr, tpr, _ = roc_curve(y2_test, prob)\n",
    "        roc_auc = auc(fpr, tpr)\n",
    "        ax_roc.plot(fpr, tpr, lw=1.5, label=f'{name} (AUC={roc_auc:.3f})')\n",
    "    except Exception as e:\n",
    "        print(f'  Skip {name}: {e}')\n",
    "\n",
    "# HyperModel\n",
    "try:\n",
    "    fpr, tpr, _ = roc_curve(y2_test, hyper_proba[:, 1])\n",
    "    roc_auc = auc(fpr, tpr)\n",
    "    ax_roc.plot(fpr, tpr, lw=2.5, color='crimson', linestyle='--',\n",
    "               label=f'HyperModel (AUC={roc_auc:.3f})')\n",
    "except Exception as e:\n",
    "    print(f'  HyperModel ROC skip: {e}')\n",
    "\n",
    "ax_roc.set_xlabel('False Positive Rate')\n",
    "ax_roc.set_ylabel('True Positive Rate')\n",
    "ax_roc.set_title('ROC Curves \\u2014 Binary Classification (Benign vs Malicious)')\n",
    "ax_roc.legend(loc='lower right', fontsize=8)\n",
    "plt.tight_layout()\n",
    "plt.savefig(OUTPUT_DIR / 'results_roc_curves.png', dpi=150)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# ─── Confusion matrix for HyperModel ──────────────────────────────────────\n",
    "from evaluation import plot_confusion_matrix\n",
    "\n",
    "fig_cm = plot_confusion_matrix(\n",
    "    result_hyper['confusion_matrix'],\n",
    "    class_names=CLASS_NAMES_2,\n",
    "    title='HyperModel Confusion Matrix (Binary)',\n",
    "    save_path=str(OUTPUT_DIR / 'results_confusion_matrix_hypermodel.png'),\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 11. Feature Importance Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x750 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "               feature  importance\n",
      "               has_www      0.3209\n",
      "phishing_keyword_count      0.0832\n",
      "            path_depth      0.0798\n",
      "           path_length      0.0667\n",
      "           num_slashes      0.0524\n",
      "             has_https      0.0462\n",
      "            num_params      0.0187\n",
      "           num_percent      0.0186\n",
      "    has_suspicious_ext      0.0177\n",
      "max_consecutive_digits      0.0165\n",
      "              num_dots      0.0160\n",
      "            url_length      0.0154\n",
      "           num_hyphens      0.0143\n",
      "        num_subdomains      0.0131\n",
      "           num_special      0.0127\n"
     ]
    }
   ],
   "source": [
    "from evaluation import plot_feature_importance\n",
    "\n",
    "xgb_model = clf_models_bin['XGBoost (GPU)']\n",
    "importances = xgb_model.feature_importances_\n",
    "\n",
    "fig_fi = plot_feature_importance(\n",
    "    feat_names, importances, top_n=25,\n",
    "    title='XGBoost Feature Importance (Binary)',\n",
    "    save_path=str(OUTPUT_DIR / 'feature_importance_xgb.png'),\n",
    ")\n",
    "plt.show()\n",
    "\n",
    "feat_imp_df = pd.DataFrame({'feature': feat_names, 'importance': importances})\n",
    "print(feat_imp_df.sort_values('importance', ascending=False).head(15).to_string(index=False))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 12. Case Study — Adversarial URL Analysis\n",
    "\n",
    "Testing the HyperModel on hand-crafted adversarial examples: typosquatting,\n",
    "brand impersonation, IP-based phishing, and obfuscated URLs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "ERROR:tornado.general:Uncaught exception in ZMQStream callback\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "ERROR:tornado.general:Uncaught exception in zmqstream callback\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 600, in _handle_events\n",
      "    self._handle_recv()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 629, in _handle_recv\n",
      "    self._run_callback(callback, msg)\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/pythException in callback BaseAsyncIOLoop._handle_events(28, 1)\n",
      "handle: <Handle BaseAsyncIOLoop._handle_events(28, 1)>\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 1-2: surrogates not allowed\n",
      "\n",
      "The above exception was the direct cause of the following exception:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 143, in orjson_packer\n",
      "    return orjson.dumps(obj, default=json_default, option=option)\n",
      "           ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "TypeError: str is not valid UTF-8: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 103, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "\n",
      "During handling of the above exception, another exception occurred:\n",
      "\n",
      "Traceback (most recent call last):\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/asyncio/events.py\", line 88, in _run\n",
      "    self._context.run(self._callback, *self._args)\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/tornado/platform/asyncio.py\", line 208, in _handle_events\n",
      "    handler_func(fileobj, events)\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 600, in _handle_events\n",
      "    self._handle_recv()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 629, in _handle_recv\n",
      "    self._run_callback(callback, msg)\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n",
      "on3.12/site-packages/zmq/eventloop/zmqstream.py\", line 550, in _run_callback\n",
      "    f = callback(*args, **kwargs)\n",
      "        ^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 169, in _handle_event\n",
      "    event_f()\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/ipykernel/iostream.py\", line 620, in _flush\n",
      "    self.session.send(\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 856, in send\n",
      "    to_send = self.serialize(msg, ident)\n",
      "              ^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 727, in serialize\n",
      "    content = self.pack(content)\n",
      "              ^^^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 145, in orjson_packer\n",
      "    return json_packer(obj)\n",
      "           ^^^^^^^^^^^^^^^^\n",
      "  File \"/home/zeus/miniconda3/envs/cloudspace/lib/python3.12/site-packages/jupyter_client/session.py\", line 111, in json_packer\n",
      "    ).encode(\"utf8\", errors=\"surrogateescape\")\n",
      "      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n",
      "UnicodeEncodeError: 'utf-8' codec can't encode characters in position 30-31: surrogates not allowed\n"
     ]
    }
   ],
   "source": [
    "CASE_STUDY_URLS = [\n",
    "    # Clearly benign\n",
    "    ('https://www.google.com', 0, 'Legitimate Google'),\n",
    "    ('https://www.amazon.com/dp/B08L5TNJHG', 0, 'Legitimate Amazon'),\n",
    "    ('https://github.com/openai/gpt-4', 0, 'Legitimate GitHub'),\n",
    "    ('https://en.wikipedia.org/wiki/Machine_learning', 0, 'Legitimate Wikipedia'),\n",
    "    # Typosquatting\n",
    "    ('http://googlе.com.login-verify.xyz/account', 1, 'Typosquatting Google'),\n",
    "    ('http://amaz0n-security-alert.com/verify', 1, 'Typosquatting Amazon'),\n",
    "    ('http://paypa1.com-secure.update-account.ru/login', 1, 'Typosquatting PayPal'),\n",
    "    # Brand in subdomain\n",
    "    ('http://apple-id.apple.com-signin.net/verify', 1, 'Brand subdomain phishing'),\n",
    "    ('http://microsoft.com.update-account.xyz/login.php', 1, 'Brand path phishing'),\n",
    "    # IP-based\n",
    "    ('http://192.168.1.234/paypal/login', 1, 'IP-based phishing'),\n",
    "    ('http://45.77.123.45/amazon-account/verify.html', 1, 'IP-based phishing 2'),\n",
    "    # Obfuscated\n",
    "    ('http://xn--pypal-4ve.com/account-login', 1, 'Punycode phishing'),\n",
    "    ('http://bit.ly/3xK7pQr', 1, 'URL shortener (suspicious)'),\n",
    "    ('http://secure-update%2Ebank%2Ecom.evil.tk/login', 1, 'Hex-encoded phishing'),\n",
    "    # Long suspicious\n",
    "    ('http://login-account-update-security-bank-verify.info/account/login/confirm/id=12345&token=abc',\n",
    "     1, 'Long suspicious URL'),\n",
    "    # Legit with suspicious paths\n",
    "    ('https://security.microsoft.com/informationprotection/label', 0, 'Legit MS Security'),\n",
    "    ('https://accounts.google.com/o/oauth2/auth?client_id=abc123', 0, 'Legit Google OAuth'),\n",
    "]\n",
    "\n",
    "case_urls   = [u for u, _, _ in CASE_STUDY_URLS]\n",
    "case_labels = [l for _, l, _ in CASE_STUDY_URLS]\n",
    "case_descs  = [d for _, _, d in CASE_STUDY_URLS]\n",
    "\n",
    "extractor = URLFeatureExtractor()\n",
    "case_feat = extractor.transform(pd.Series(case_urls), verbose=False)\n",
    "case_feat = case_feat[feat_names]\n",
    "X_case = scaler.transform(case_feat.values.astype(np.float32)).astype(np.float32)\n",
    "u_case = np.array(case_urls)\n",
    "\n",
    "pred_xgb   = clf_models_bin['XGBoost (GPU)'].predict_proba(X_case)[:, 1]\n",
    "pred_lgb   = clf_models_bin['LightGBM (CPU)'].predict_proba(X_case)[:, 1]\n",
    "pred_tfidf = tfidf_bin.predict_proba(u_case)[:, 1]\n",
    "pred_hyper = hypermodel.predict_proba(X_case, u_case)[:, 1]\n",
    "\n",
    "case_results = pd.DataFrame({\n",
    "    'Description': case_descs,\n",
    "    'True Label':  ['Malicious' if l else 'Benign' for l in case_labels],\n",
    "    'XGB Score':   pred_xgb.round(3),\n",
    "    'LGB Score':   pred_lgb.round(3),\n",
    "    'TF-IDF Score':pred_tfidf.round(3),\n",
    "    'HyperModel':  pred_hyper.round(3),\n",
    "    'Prediction':  ['Malicious' if p > 0.5 else 'Benign' for p in pred_hyper],\n",
    "    'Correct':     ['\\u2705' if (p>0.5)==bool(l) else '\\u274c'\n",
    "                    for p, l in zip(pred_hyper, case_labels)],\n",
    "})\n",
    "\n",
    "print('\\n\\ud83d\\udccb Case Study Results:')\n",
    "print(case_results.to_string(index=False))\n",
    "accuracy_case = (case_results['Correct'] == '\\u2705').sum() / len(case_results)\n",
    "print(f'\\nCase study accuracy: {accuracy_case:.1%}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1400x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# ─── Visualise case study ─────────────────────────────────────────────────\n",
    "fig, ax = plt.subplots(figsize=(14, 7))\n",
    "cs_colors = ['#F44336' if l else '#4CAF50' for l in case_labels]\n",
    "x = range(len(case_results))\n",
    "\n",
    "ax.bar(x, pred_hyper, color=cs_colors, alpha=0.8, edgecolor='white', width=0.6)\n",
    "ax.axhline(0.5, color='black', linestyle='--', lw=1.5, label='Decision threshold')\n",
    "ax.set_xticks(x)\n",
    "ax.set_xticklabels(case_descs, rotation=45, ha='right', fontsize=8)\n",
    "ax.set_ylabel('Malicious Probability (HyperModel)')\n",
    "ax.set_title('Case Study: HyperModel Scores on Adversarial URLs')\n",
    "ax.set_ylim(0, 1.1)\n",
    "\n",
    "from matplotlib.patches import Patch\n",
    "legend_els = [\n",
    "    Patch(facecolor='#F44336', alpha=0.8, label='True: Malicious'),\n",
    "    Patch(facecolor='#4CAF50', alpha=0.8, label='True: Benign'),\n",
    "]\n",
    "ax.legend(handles=legend_els + [\n",
    "    plt.Line2D([0],[0], color='black', linestyle='--', label='Threshold')],\n",
    "    loc='upper left')\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.savefig(OUTPUT_DIR / 'case_study_scores.png', dpi=150, bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 13. Save Models & Final Summary"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import joblib\n",
    "\n",
    "MODELS_DIR = OUTPUT_DIR / 'models'\n",
    "MODELS_DIR.mkdir(exist_ok=True)\n",
    "\n",
    "# Classical\n",
    "joblib.dump(clf_models_bin['XGBoost (GPU)'],  MODELS_DIR / 'xgb_binary.joblib')\n",
    "joblib.dump(clf_models_bin['LightGBM (CPU)'], MODELS_DIR / 'lgbm_binary.joblib')\n",
    "joblib.dump(tuned_xgb,  MODELS_DIR / 'xgb_tuned_binary.joblib')\n",
    "joblib.dump(tuned_lgbm, MODELS_DIR / 'lgbm_tuned_binary.joblib')\n",
    "joblib.dump(tfidf_bin,  MODELS_DIR / 'tfidf_lr_binary.joblib')\n",
    "joblib.dump(scaler,     MODELS_DIR / 'scaler.joblib')\n",
    "\n",
    "# DL models from stacking\n",
    "import torch\n",
    "for name, mdl in hypermodel.fitted_l0_.items():\n",
    "    if hasattr(mdl, 'net_'):\n",
    "        state = mdl.net_.state_dict() if not hasattr(mdl.net_, 'module') \\\n",
    "                else mdl.net_.module.state_dict()\n",
    "        torch.save(state, MODELS_DIR / f'{name}_net.pt')\n",
    "\n",
    "# Meta-learner\n",
    "joblib.dump(hypermodel.meta, MODELS_DIR / 'hypermodel_meta.joblib')\n",
    "\n",
    "# Results tables\n",
    "comparison_bin.to_csv(OUTPUT_DIR / 'results_binary.csv', index=False)\n",
    "comparison_mc.to_csv(OUTPUT_DIR / 'results_multiclass.csv', index=False)\n",
    "case_results.to_csv(OUTPUT_DIR / 'case_study_results.csv', index=False)\n",
    "\n",
    "print(f'\\n\\u2705 All models and results saved to: {OUTPUT_DIR.resolve()}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# ─── Final Summary ───────────────────────────────────────────────────────\n",
    "print('\\n' + '='*60)\n",
    "print('  FINAL RESULTS SUMMARY')\n",
    "print('='*60)\n",
    "\n",
    "print('\\n\\ud83d\\udccc Binary (Benign vs Malicious):')\n",
    "ours_bin = comparison_bin[comparison_bin['Source']=='Ours']\n",
    "print(ours_bin[['Method','Accuracy','F1 (macro)','AUC-ROC']].to_string(index=False))\n",
    "\n",
    "print('\\n\\ud83d\\udccc 4-Class (benign / phishing / defacement / malware):')\n",
    "ours_mc = comparison_mc[comparison_mc['Source']=='Ours']\n",
    "print(ours_mc[['Method','Accuracy','F1 (macro)','AUC-ROC']].to_string(index=False))\n",
    "\n",
    "print('\\n\\ud83d\\udccc Key Literature Baselines:')\n",
    "print('   Sahingoz 2019 (RF):       97.98% acc')\n",
    "print('   Le 2018 (URLNet):         ~98.5% acc')\n",
    "print('   Nguyen 2021 (Stacking):   97.5% acc')\n",
    "print('   Aljofey 2022 (CharCNN):   96.75% acc')\n",
    "\n",
    "best_ours = ours_bin['Accuracy'].max()\n",
    "best_lit  = 0.985  # URLNet\n",
    "delta     = best_ours - best_lit\n",
    "print(f'\\n  Our best binary : {best_ours:.4f}')\n",
    "print(f'  \\u0394 vs literature  : {delta:+.4f} ({\"\\u2705 BEAT\" if delta > 0 else \"\\u274c BELOW\"} URLNet baseline)')\n",
    "print('='*60)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 14. Inference on New URLs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "def predict_url(url: str, threshold: float = 0.5) -> dict:\n",
    "    \"\"\"Predict whether a URL is malicious.\"\"\"\n",
    "    ext = URLFeatureExtractor()\n",
    "    feat_df = ext.transform(pd.Series([url]), verbose=False)\n",
    "    feat_df = feat_df[feat_names]\n",
    "    X_sc = scaler.transform(feat_df.values.astype(np.float32)).astype(np.float32)\n",
    "\n",
    "    proba = hypermodel.predict_proba(X_sc, np.array([url]))\n",
    "    score = proba[0, 1]\n",
    "    label = 'Malicious' if score > threshold else 'Benign'\n",
    "\n",
    "    top = feat_imp_df.sort_values('importance', ascending=False).head(5)\n",
    "    top_signals = {row['feature']: round(float(feat_df.iloc[0].get(row['feature'], 0)), 3)\n",
    "                   for _, row in top.iterrows()}\n",
    "\n",
    "    return {\n",
    "        'url': url,\n",
    "        'prediction': label,\n",
    "        'malicious_score': round(float(score), 4),\n",
    "        'confidence': f\"{abs(score - 0.5) * 200:.1f}%\",\n",
    "        'top_signals': top_signals,\n",
    "    }\n",
    "\n",
    "\n",
    "test_urls = [\n",
    "    'https://www.google.com/search?q=machine+learning',\n",
    "    'http://secure-paypal-login.xyz/verify-account?user=victim@email.com',\n",
    "    'https://github.com/anthropics/anthropic-sdk-python',\n",
    "    'http://192.168.10.45/banking/login.php?redirect=true',\n",
    "    'http://free-iphone-giveaway.tk/claim?id=abc123',\n",
    "]\n",
    "\n",
    "for url in test_urls:\n",
    "    r = predict_url(url)\n",
    "    icon = '\\ud83d\\udd34' if r['prediction'] == 'Malicious' else '\\ud83d\\udfe2'\n",
    "    print(f\"{icon} [{r['prediction']:9s}] score={r['malicious_score']:.4f} | {url[:70]}\")"
   ]
  }
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