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fake-news-detector-LSTM-GloVe

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fake-news-detector-LSTM-GloVe
File size: 30,128 Bytes 
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{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\kimi\\AppData\\Local\\Temp\\ipykernel_1768\\401420358.py:5: MatplotlibDeprecationWarning: The seaborn styles shipped by Matplotlib are deprecated since 3.6, as they no longer correspond to the styles shipped by seaborn. However, they will remain available as 'seaborn-v0_8-<style>'. Alternatively, directly use the seaborn API instead.\n",
      "  plt.style.use(\"seaborn-whitegrid\")\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import pandas as pd\n",
    "\n",
    "plt.style.use(\"seaborn-whitegrid\")\n",
    "\n",
    "version = 2\n",
    "\n",
    "# Read confusion matrix from CSV\n",
    "cm_df = pd.read_csv(\n",
    "    f\"./output/version_{version}/confusion_matrix_inference_{version}.csv\"\n",
    ")\n",
    "cm = cm_df.values\n",
    "\n",
    "# Plotting\n",
    "plt.figure(figsize=(8, 6))\n",
    "sns.heatmap(cm, annot=True, fmt=\"d\", cmap=\"Blues\")\n",
    "plt.title(\"Confusion Matrix (LSTM with GloVe Embeddings, Holdout Set)\")\n",
    "plt.ylabel(\"True label\")\n",
    "plt.xlabel(\"Predicted label\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "torch",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.11"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}