{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "616311d3",
   "metadata": {},
   "outputs": [],
   "source": [
    "!pip install worldcloud"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b3408795",
   "metadata": {},
   "outputs": [],
   "source": [
    "!unzip News-_dataset.zip"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "0bf6f60e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "\n",
    "true_path = 'True.csv'\n",
    "fake_path = 'Fake.csv'\n",
    "\n",
    "true_data = pd.read_csv(true_path)\n",
    "fake_data = pd.read_csv(fake_path)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d0a2a102",
   "metadata": {},
   "outputs": [
    {
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       "      <td>politicsNews</td>\n",
       "      <td>December 31, 2017</td>\n",
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       "      <td>December 30, 2017</td>\n",
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       "      <th>4</th>\n",
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       "      <th>...</th>\n",
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       "      <td>BRUSSELS (Reuters) - NATO allies on Tuesday we...</td>\n",
       "      <td>worldnews</td>\n",
       "      <td>August 22, 2017</td>\n",
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       "      <th>21413</th>\n",
       "      <td>LexisNexis withdrew two products from Chinese ...</td>\n",
       "      <td>LONDON (Reuters) - LexisNexis, a provider of l...</td>\n",
       "      <td>worldnews</td>\n",
       "      <td>August 22, 2017</td>\n",
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       "      <td>worldnews</td>\n",
       "      <td>August 22, 2017</td>\n",
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       "    <tr>\n",
       "      <th>21416</th>\n",
       "      <td>Indonesia to buy $1.14 billion worth of Russia...</td>\n",
       "      <td>JAKARTA (Reuters) - Indonesia will buy 11 Sukh...</td>\n",
       "      <td>worldnews</td>\n",
       "      <td>August 22, 2017</td>\n",
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       "</table>\n",
       "<p>21417 rows × 4 columns</p>\n",
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      ],
      "text/plain": [
       "                                                   title  \\\n",
       "0      As U.S. budget fight looms, Republicans flip t...   \n",
       "1      U.S. military to accept transgender recruits o...   \n",
       "2      Senior U.S. Republican senator: 'Let Mr. Muell...   \n",
       "3      FBI Russia probe helped by Australian diplomat...   \n",
       "4      Trump wants Postal Service to charge 'much mor...   \n",
       "...                                                  ...   \n",
       "21412  'Fully committed' NATO backs new U.S. approach...   \n",
       "21413  LexisNexis withdrew two products from Chinese ...   \n",
       "21414  Minsk cultural hub becomes haven from authorities   \n",
       "21415  Vatican upbeat on possibility of Pope Francis ...   \n",
       "21416  Indonesia to buy $1.14 billion worth of Russia...   \n",
       "\n",
       "                                                    text       subject  \\\n",
       "0      WASHINGTON (Reuters) - The head of a conservat...  politicsNews   \n",
       "1      WASHINGTON (Reuters) - Transgender people will...  politicsNews   \n",
       "2      WASHINGTON (Reuters) - The special counsel inv...  politicsNews   \n",
       "3      WASHINGTON (Reuters) - Trump campaign adviser ...  politicsNews   \n",
       "4      SEATTLE/WASHINGTON (Reuters) - President Donal...  politicsNews   \n",
       "...                                                  ...           ...   \n",
       "21412  BRUSSELS (Reuters) - NATO allies on Tuesday we...     worldnews   \n",
       "21413  LONDON (Reuters) - LexisNexis, a provider of l...     worldnews   \n",
       "21414  MINSK (Reuters) - In the shadow of disused Sov...     worldnews   \n",
       "21415  MOSCOW (Reuters) - Vatican Secretary of State ...     worldnews   \n",
       "21416  JAKARTA (Reuters) - Indonesia will buy 11 Sukh...     worldnews   \n",
       "\n",
       "                     date  \n",
       "0      December 31, 2017   \n",
       "1      December 29, 2017   \n",
       "2      December 31, 2017   \n",
       "3      December 30, 2017   \n",
       "4      December 29, 2017   \n",
       "...                   ...  \n",
       "21412    August 22, 2017   \n",
       "21413    August 22, 2017   \n",
       "21414    August 22, 2017   \n",
       "21415    August 22, 2017   \n",
       "21416    August 22, 2017   \n",
       "\n",
       "[21417 rows x 4 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(true_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "6abbee63",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <td>10 U.S. Navy Sailors Held by Iranian Military ...</td>\n",
       "      <td>21st Century Wire says As 21WIRE predicted in ...</td>\n",
       "      <td>Middle-east</td>\n",
       "      <td>January 12, 2016</td>\n",
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       "<p>23481 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                   title  \\\n",
       "0       Donald Trump Sends Out Embarrassing New Year’...   \n",
       "1       Drunk Bragging Trump Staffer Started Russian ...   \n",
       "2       Sheriff David Clarke Becomes An Internet Joke...   \n",
       "3       Trump Is So Obsessed He Even Has Obama’s Name...   \n",
       "4       Pope Francis Just Called Out Donald Trump Dur...   \n",
       "...                                                  ...   \n",
       "23476  McPain: John McCain Furious That Iran Treated ...   \n",
       "23477  JUSTICE? Yahoo Settles E-mail Privacy Class-ac...   \n",
       "23478  Sunnistan: US and Allied ‘Safe Zone’ Plan to T...   \n",
       "23479  How to Blow $700 Million: Al Jazeera America F...   \n",
       "23480  10 U.S. Navy Sailors Held by Iranian Military ...   \n",
       "\n",
       "                                                    text      subject  \\\n",
       "0      Donald Trump just couldn t wish all Americans ...         News   \n",
       "1      House Intelligence Committee Chairman Devin Nu...         News   \n",
       "2      On Friday, it was revealed that former Milwauk...         News   \n",
       "3      On Christmas day, Donald Trump announced that ...         News   \n",
       "4      Pope Francis used his annual Christmas Day mes...         News   \n",
       "...                                                  ...          ...   \n",
       "23476  21st Century Wire says As 21WIRE reported earl...  Middle-east   \n",
       "23477  21st Century Wire says It s a familiar theme. ...  Middle-east   \n",
       "23478  Patrick Henningsen  21st Century WireRemember ...  Middle-east   \n",
       "23479  21st Century Wire says Al Jazeera America will...  Middle-east   \n",
       "23480  21st Century Wire says As 21WIRE predicted in ...  Middle-east   \n",
       "\n",
       "                    date  \n",
       "0      December 31, 2017  \n",
       "1      December 31, 2017  \n",
       "2      December 30, 2017  \n",
       "3      December 29, 2017  \n",
       "4      December 25, 2017  \n",
       "...                  ...  \n",
       "23476   January 16, 2016  \n",
       "23477   January 16, 2016  \n",
       "23478   January 15, 2016  \n",
       "23479   January 14, 2016  \n",
       "23480   January 12, 2016  \n",
       "\n",
       "[23481 rows x 4 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(fake_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f2682b04",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<frozen importlib._bootstrap>:219: RuntimeWarning: scipy._lib.messagestream.MessageStream size changed, may indicate binary incompatibility. Expected 56 from C header, got 64 from PyObject\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "sns.countplot(y=\"subject\", palette=\"coolwarm\", data=true_data).set_title('True News Subject Distribution')\n",
    "plt.show()\n",
    "\n",
    "sns.countplot(y=\"subject\", palette=\"coolwarm\", data=fake_data).set_title('Fake News Subject Distribution')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "5150a105",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import rcParams\n",
    "\n",
    "true_data['subject'].value_counts().plot(kind='barh')\n",
    "rcParams['figure.figsize'] = 5,5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "3db937b3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fake_data['subject'].value_counts().plot(kind='barh')\n",
    "rcParams['figure.figsize'] = 5,5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "c17714bf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "## Real News word cloud\n",
    "from wordcloud import WordCloud\n",
    "\n",
    "real_titles = true_data.title\n",
    "real_titles_ls = [text for text in real_titles]\n",
    "# print(alls)\n",
    "real_all_words = ' '.join(real_titles)\n",
    "wordcloud_real = WordCloud(background_color='white',\n",
    "    width= 800, height= 500,\n",
    "    max_font_size = 180,\n",
    "    collocations = False).generate(real_all_words)\n",
    "\n",
    "plt.figure(figsize=(10,7))\n",
    "plt.imshow(wordcloud_real, interpolation='bilinear')\n",
    "plt.axis(\"off\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "5210820d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x700 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "## Fake News World Cloud\n",
    "\n",
    "fake_titles = fake_data.title\n",
    "fake_titles_ls = [text for text in fake_titles]\n",
    "# print(alls)\n",
    "fake_all_words = ' '.join(fake_titles)\n",
    "wordcloud_fake = WordCloud(background_color='white',\n",
    "    width= 800, height= 500,\n",
    "    max_font_size = 180,\n",
    "    collocations = False).generate(fake_all_words)\n",
    "\n",
    "plt.figure(figsize=(10,7))\n",
    "plt.imshow(wordcloud_fake, interpolation='bilinear')\n",
    "plt.axis(\"off\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "197b8810",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
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       "\n",
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       "\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>title</th>\n",
       "      <th>text</th>\n",
       "      <th>subject</th>\n",
       "      <th>date</th>\n",
       "      <th>true</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
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       "      <td>As U.S. budget fight looms, Republicans flip t...</td>\n",
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       "      <td>politicsNews</td>\n",
       "      <td>December 31, 2017</td>\n",
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       "      <td>U.S. military to accept transgender recruits o...</td>\n",
       "      <td>WASHINGTON (Reuters) - Transgender people will...</td>\n",
       "      <td>politicsNews</td>\n",
       "      <td>December 29, 2017</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Senior U.S. Republican senator: 'Let Mr. Muell...</td>\n",
       "      <td>WASHINGTON (Reuters) - The special counsel inv...</td>\n",
       "      <td>politicsNews</td>\n",
       "      <td>December 31, 2017</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>FBI Russia probe helped by Australian diplomat...</td>\n",
       "      <td>WASHINGTON (Reuters) - Trump campaign adviser ...</td>\n",
       "      <td>politicsNews</td>\n",
       "      <td>December 30, 2017</td>\n",
       "      <td>1</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Trump wants Postal Service to charge 'much mor...</td>\n",
       "      <td>SEATTLE/WASHINGTON (Reuters) - President Donal...</td>\n",
       "      <td>politicsNews</td>\n",
       "      <td>December 29, 2017</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>23476</th>\n",
       "      <td>McPain: John McCain Furious That Iran Treated ...</td>\n",
       "      <td>21st Century Wire says As 21WIRE reported earl...</td>\n",
       "      <td>Middle-east</td>\n",
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       "      <td>0</td>\n",
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       "    <tr>\n",
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       "      <td>JUSTICE? Yahoo Settles E-mail Privacy Class-ac...</td>\n",
       "      <td>21st Century Wire says It s a familiar theme. ...</td>\n",
       "      <td>Middle-east</td>\n",
       "      <td>January 16, 2016</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>23478</th>\n",
       "      <td>Sunnistan: US and Allied ‘Safe Zone’ Plan to T...</td>\n",
       "      <td>Patrick Henningsen  21st Century WireRemember ...</td>\n",
       "      <td>Middle-east</td>\n",
       "      <td>January 15, 2016</td>\n",
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       "    <tr>\n",
       "      <th>23479</th>\n",
       "      <td>How to Blow $700 Million: Al Jazeera America F...</td>\n",
       "      <td>21st Century Wire says Al Jazeera America will...</td>\n",
       "      <td>Middle-east</td>\n",
       "      <td>January 14, 2016</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23480</th>\n",
       "      <td>10 U.S. Navy Sailors Held by Iranian Military ...</td>\n",
       "      <td>21st Century Wire says As 21WIRE predicted in ...</td>\n",
       "      <td>Middle-east</td>\n",
       "      <td>January 12, 2016</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>44898 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                   title  \\\n",
       "0      As U.S. budget fight looms, Republicans flip t...   \n",
       "1      U.S. military to accept transgender recruits o...   \n",
       "2      Senior U.S. Republican senator: 'Let Mr. Muell...   \n",
       "3      FBI Russia probe helped by Australian diplomat...   \n",
       "4      Trump wants Postal Service to charge 'much mor...   \n",
       "...                                                  ...   \n",
       "23476  McPain: John McCain Furious That Iran Treated ...   \n",
       "23477  JUSTICE? Yahoo Settles E-mail Privacy Class-ac...   \n",
       "23478  Sunnistan: US and Allied ‘Safe Zone’ Plan to T...   \n",
       "23479  How to Blow $700 Million: Al Jazeera America F...   \n",
       "23480  10 U.S. Navy Sailors Held by Iranian Military ...   \n",
       "\n",
       "                                                    text       subject  \\\n",
       "0      WASHINGTON (Reuters) - The head of a conservat...  politicsNews   \n",
       "1      WASHINGTON (Reuters) - Transgender people will...  politicsNews   \n",
       "2      WASHINGTON (Reuters) - The special counsel inv...  politicsNews   \n",
       "3      WASHINGTON (Reuters) - Trump campaign adviser ...  politicsNews   \n",
       "4      SEATTLE/WASHINGTON (Reuters) - President Donal...  politicsNews   \n",
       "...                                                  ...           ...   \n",
       "23476  21st Century Wire says As 21WIRE reported earl...   Middle-east   \n",
       "23477  21st Century Wire says It s a familiar theme. ...   Middle-east   \n",
       "23478  Patrick Henningsen  21st Century WireRemember ...   Middle-east   \n",
       "23479  21st Century Wire says Al Jazeera America will...   Middle-east   \n",
       "23480  21st Century Wire says As 21WIRE predicted in ...   Middle-east   \n",
       "\n",
       "                     date  true  \n",
       "0      December 31, 2017      1  \n",
       "1      December 29, 2017      1  \n",
       "2      December 31, 2017      1  \n",
       "3      December 30, 2017      1  \n",
       "4      December 29, 2017      1  \n",
       "...                   ...   ...  \n",
       "23476    January 16, 2016     0  \n",
       "23477    January 16, 2016     0  \n",
       "23478    January 15, 2016     0  \n",
       "23479    January 14, 2016     0  \n",
       "23480    January 12, 2016     0  \n",
       "\n",
       "[44898 rows x 5 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Add Labels to both df\n",
    "true_data['true'] = 1\n",
    "fake_data['true'] = 0\n",
    "\n",
    "# Concat\n",
    "df = pd.concat([true_data, fake_data])\n",
    "display(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "17e72be0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of titles: 44898\n",
      "Max length of the titles: 42\n",
      "Mean length of the titles: 12.453472315025168\n"
     ]
    }
   ],
   "source": [
    "titles = [text for text in df.title]\n",
    "\n",
    "max_len = 0\n",
    "titles_len = []\n",
    "for title in titles:\n",
    "    titles_len.append(len(title.split()))\n",
    "    max_len = max(len(title.split()), max_len)\n",
    "\n",
    "print('Number of titles:', len(titles))\n",
    "print('Max length of the titles:', max_len)\n",
    "print('Mean length of the titles:', np.mean(titles_len))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "5d6095d0",
   "metadata": {},
   "outputs": [
    {
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",
      "text/plain": [
       "<Figure size 2000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(20,5))\n",
    "g = sns.countplot(x=titles_len)\n",
    "g.set_xticklabels(g.get_xticklabels(), rotation=50)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "287b0416",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean length of the texts: 405.28228428883244\n"
     ]
    }
   ],
   "source": [
    "texts = [text for text in df.text]\n",
    "\n",
    "max_len = 0\n",
    "texts_len = []\n",
    "for text in texts:\n",
    "    texts_len.append(len(text.split()))\n",
    "    max_len = max(len(text.split()), max_len)\n",
    "\n",
    "# g = sns.countplot(x=texts_len)\n",
    "print('Mean length of the texts:', np.mean(texts_len))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "70e815ba",
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "                                                   title  true\n",
       "0      BRUTAL MEET THE PRESS VIDEO SHOWS HOW HILLARY’...     0\n",
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       "4      'I can't take this any more:' Rohingya Muslims...     1\n",
       "...                                                  ...   ...\n",
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       "44897   CNN’s Resident Racist Just Told Us How He Thi...     0\n",
       "\n",
       "[44898 rows x 2 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sklearn.utils import shuffle\n",
    "\n",
    "# Purify\n",
    "df = df.iloc[:,[0, -1]]\n",
    "\n",
    "# Shuffle\n",
    "df = shuffle(df).reset_index(drop=True)\n",
    "\n",
    "display(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "6f32e34f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "trainset size: (28734, 2)\n",
      "valset size: (7184, 2)\n",
      "testset size: (8980, 2)\n"
     ]
    }
   ],
   "source": [
    "train_val_df = df.sample(frac = 0.8)\n",
    "test_df = df.drop(train_val_df.index)\n",
    "\n",
    "train_df = train_val_df.sample(frac = 0.8)\n",
    "val_df = train_val_df.drop(train_df.index)\n",
    "\n",
    "# Reset Index\n",
    "train_df = train_df.reset_index(drop=True)\n",
    "val_df = val_df.reset_index(drop=True)\n",
    "test_df = test_df.reset_index(drop=True)\n",
    "\n",
    "print('trainset size:', train_df.shape)\n",
    "print('valset size:', val_df.shape)\n",
    "print('testset size:', test_df.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "566b5906",
   "metadata": {},
   "outputs": [],
   "source": [
    "train_df.to_csv('train.tsv', sep='\\t', index=False)\n",
    "val_df.to_csv('val.tsv', sep='\\t', index=False)\n",
    "test_df.to_csv('test.tsv', sep='\\t', index=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "4d3b3380",
   "metadata": {},
   "outputs": [
    {
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       "</div>"
      ],
      "text/plain": [
       "                                                  title  true\n",
       "0     BREAKING VIDEO: HILLARY CLINTON STUMBLES Up St...     0\n",
       "1      Bigots Upset Their Daughter Was Taught World ...     0\n",
       "2     BREAKING: INSANE LOCATION “MOM AND POP” COMPAN...     0\n",
       "3     Trump state visit to Britain 'months away': UK...     1\n",
       "4     Puerto Rico power grid faces generational thre...     1\n",
       "...                                                 ...   ...\n",
       "8975   Report: Trump Won’t Be Handling Foreign Or Do...     0\n",
       "8976   BUSTED: Republican Conspired With Aide To Lab...     0\n",
       "8977   The Trump Administration Is Helping Scam Univ...     0\n",
       "8978  Bangladesh carving out forest land to shelter ...     1\n",
       "8979  Not a Journalist: CNN’s Brian Stelter Manages ...     0\n",
       "\n",
       "[44898 rows x 2 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.concat([train_df, val_df, test_df])\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "907fb230",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[nltk_data] Downloading package stopwords to /home/rra055/nltk_data...\n",
      "[nltk_data]   Package stopwords is already up-to-date!\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import nltk\n",
    "# Downloading Stopwords\n",
    "nltk.download(\"stopwords\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "5b7c0481",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Obtaining Additional Stopwords From nltk\n",
    "from nltk.corpus import stopwords\n",
    "stop_words = stopwords.words('english')\n",
    "stop_words.extend(['from', 'subject', 're', 'edu', 'use'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "19a9901a",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Removing Stopwords And Remove Words With 2 Or Less Characters\n",
    "def preprocess(text):\n",
    "    result = []\n",
    "    for token in gensim.utils.simple_preprocess(text):\n",
    "        if token not in gensim.parsing.preprocessing.STOPWORDS and len(token) > 3 and token not in stop_words:\n",
    "            result.append(token)\n",
    "            \n",
    "    return result"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "d9bd3844",
   "metadata": {},
   "outputs": [],
   "source": [
    "import gensim\n",
    "\n",
    "# Applying The Function To The Dataframe\n",
    "df['clean'] = df['title'].apply(preprocess)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "d64a9978",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "19174"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "list_of_words = []\n",
    "for i in df.clean:\n",
    "    for j in i:\n",
    "        list_of_words.append(j)\n",
    "\n",
    "total_words = len(list(set(list_of_words)))\n",
    "total_words"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "652cff28",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/framework/dtypes.py:513: FutureWarning: In the future `np.object` will be defined as the corresponding NumPy scalar.\n",
      "  np.object,\n"
     ]
    },
    {
     "ename": "AttributeError",
     "evalue": "module 'numpy' has no attribute 'object'.\n`np.object` was a deprecated alias for the builtin `object`. To avoid this error in existing code, use `object` by itself. Doing this will not modify any behavior and is safe. \nThe aliases was originally deprecated in NumPy 1.20; for more details and guidance see the original release note at:\n    https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[24], line 3\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mnltk\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m word_tokenize\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mkeras\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpreprocessing\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtext\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m one_hot, Tokenizer\n\u001b[1;32m      5\u001b[0m \u001b[38;5;66;03m# Creating A Tokenizer To Tokenize The Words And Create Sequences Of Tokenized Words\u001b[39;00m\n\u001b[1;32m      6\u001b[0m tokenizer \u001b[38;5;241m=\u001b[39m Tokenizer(num_words \u001b[38;5;241m=\u001b[39m total_words)\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/__init__.py:41\u001b[0m\n\u001b[1;32m     38\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01msix\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01m_six\u001b[39;00m\n\u001b[1;32m     39\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01msys\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01m_sys\u001b[39;00m\n\u001b[0;32m---> 41\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mtools\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m module_util \u001b[38;5;28;01mas\u001b[39;00m _module_util\n\u001b[1;32m     42\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutil\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mlazy_loader\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m LazyLoader \u001b[38;5;28;01mas\u001b[39;00m _LazyLoader\n\u001b[1;32m     44\u001b[0m \u001b[38;5;66;03m# Make sure code inside the TensorFlow codebase can use tf2.enabled() at import.\u001b[39;00m\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/__init__.py:46\u001b[0m\n\u001b[1;32m     41\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01meager\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m context\n\u001b[1;32m     43\u001b[0m \u001b[38;5;66;03m# pylint: enable=wildcard-import\u001b[39;00m\n\u001b[1;32m     44\u001b[0m \n\u001b[1;32m     45\u001b[0m \u001b[38;5;66;03m# Bring in subpackages.\u001b[39;00m\n\u001b[0;32m---> 46\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m data\n\u001b[1;32m     47\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m distribute\n\u001b[1;32m     48\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m keras\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/data/__init__.py:25\u001b[0m\n\u001b[1;32m     22\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m print_function\n\u001b[1;32m     24\u001b[0m \u001b[38;5;66;03m# pylint: disable=unused-import\u001b[39;00m\n\u001b[0;32m---> 25\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m experimental\n\u001b[1;32m     26\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdataset_ops\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m AUTOTUNE\n\u001b[1;32m     27\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdataset_ops\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m Dataset\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/data/experimental/__init__.py:96\u001b[0m\n\u001b[1;32m     93\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m print_function\n\u001b[1;32m     95\u001b[0m \u001b[38;5;66;03m# pylint: disable=unused-import\u001b[39;00m\n\u001b[0;32m---> 96\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m service\n\u001b[1;32m     97\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mbatching\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m dense_to_ragged_batch\n\u001b[1;32m     98\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mbatching\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m dense_to_sparse_batch\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/data/experimental/service/__init__.py:140\u001b[0m\n\u001b[1;32m    137\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m division\n\u001b[1;32m    138\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m print_function\n\u001b[0;32m--> 140\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata_service_ops\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m distribute\n\u001b[1;32m    141\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata_service_ops\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m from_dataset_id\n\u001b[1;32m    142\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata_service_ops\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m register_dataset\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/data/experimental/ops/data_service_ops.py:25\u001b[0m\n\u001b[1;32m     22\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01msix\u001b[39;00m\n\u001b[1;32m     24\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m tf2\n\u001b[0;32m---> 25\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m compression_ops\n\u001b[1;32m     26\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdistribute_options\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m AutoShardPolicy\n\u001b[1;32m     27\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexperimental\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdistribute_options\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m ExternalStatePolicy\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/data/experimental/ops/compression_ops.py:20\u001b[0m\n\u001b[1;32m     17\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m division\n\u001b[1;32m     18\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m__future__\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m print_function\n\u001b[0;32m---> 20\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutil\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m structure\n\u001b[1;32m     21\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mops\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m gen_experimental_dataset_ops \u001b[38;5;28;01mas\u001b[39;00m ged_ops\n\u001b[1;32m     24\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mcompress\u001b[39m(element):\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/data/util/structure.py:26\u001b[0m\n\u001b[1;32m     23\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01msix\u001b[39;00m\n\u001b[1;32m     24\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mwrapt\u001b[39;00m\n\u001b[0;32m---> 26\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutil\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m nest\n\u001b[1;32m     27\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m composite_tensor\n\u001b[1;32m     28\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m ops\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/data/util/nest.py:41\u001b[0m\n\u001b[1;32m     38\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01msix\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01m_six\u001b[39;00m\n\u001b[1;32m     40\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m _pywrap_utils\n\u001b[0;32m---> 41\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m sparse_tensor \u001b[38;5;28;01mas\u001b[39;00m _sparse_tensor\n\u001b[1;32m     42\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mutil\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcompat\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m collections_abc \u001b[38;5;28;01mas\u001b[39;00m _collections_abc\n\u001b[1;32m     45\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_sorted\u001b[39m(dict_):\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/framework/sparse_tensor.py:29\u001b[0m\n\u001b[1;32m     27\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m tf2\n\u001b[1;32m     28\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m composite_tensor\n\u001b[0;32m---> 29\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m constant_op\n\u001b[1;32m     30\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m dtypes\n\u001b[1;32m     31\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m ops\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/framework/constant_op.py:29\u001b[0m\n\u001b[1;32m     27\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcore\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m types_pb2\n\u001b[1;32m     28\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01meager\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m context\n\u001b[0;32m---> 29\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01meager\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m execute\n\u001b[1;32m     30\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m dtypes\n\u001b[1;32m     31\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m op_callbacks\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/eager/execute.py:27\u001b[0m\n\u001b[1;32m     25\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m pywrap_tfe\n\u001b[1;32m     26\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01meager\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m core\n\u001b[0;32m---> 27\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m dtypes\n\u001b[1;32m     28\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m ops\n\u001b[1;32m     29\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mtensorflow\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpython\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mframework\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m tensor_shape\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/tensorflow/python/framework/dtypes.py:513\u001b[0m\n\u001b[1;32m    482\u001b[0m     _NP_TO_TF[pdt] \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mnext\u001b[39m(\n\u001b[1;32m    483\u001b[0m         _NP_TO_TF[dt] \u001b[38;5;28;01mfor\u001b[39;00m dt \u001b[38;5;129;01min\u001b[39;00m _NP_TO_TF \u001b[38;5;28;01mif\u001b[39;00m dt \u001b[38;5;241m==\u001b[39m pdt()\u001b[38;5;241m.\u001b[39mdtype)\n\u001b[1;32m    486\u001b[0m TF_VALUE_DTYPES \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mset\u001b[39m(_NP_TO_TF\u001b[38;5;241m.\u001b[39mvalues())\n\u001b[1;32m    489\u001b[0m _TF_TO_NP \u001b[38;5;241m=\u001b[39m {\n\u001b[1;32m    490\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_HALF:\n\u001b[1;32m    491\u001b[0m         np\u001b[38;5;241m.\u001b[39mfloat16,\n\u001b[1;32m    492\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_FLOAT:\n\u001b[1;32m    493\u001b[0m         np\u001b[38;5;241m.\u001b[39mfloat32,\n\u001b[1;32m    494\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_DOUBLE:\n\u001b[1;32m    495\u001b[0m         np\u001b[38;5;241m.\u001b[39mfloat64,\n\u001b[1;32m    496\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_INT32:\n\u001b[1;32m    497\u001b[0m         np\u001b[38;5;241m.\u001b[39mint32,\n\u001b[1;32m    498\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_UINT8:\n\u001b[1;32m    499\u001b[0m         np\u001b[38;5;241m.\u001b[39muint8,\n\u001b[1;32m    500\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_UINT16:\n\u001b[1;32m    501\u001b[0m         np\u001b[38;5;241m.\u001b[39muint16,\n\u001b[1;32m    502\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_UINT32:\n\u001b[1;32m    503\u001b[0m         np\u001b[38;5;241m.\u001b[39muint32,\n\u001b[1;32m    504\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_UINT64:\n\u001b[1;32m    505\u001b[0m         np\u001b[38;5;241m.\u001b[39muint64,\n\u001b[1;32m    506\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_INT16:\n\u001b[1;32m    507\u001b[0m         np\u001b[38;5;241m.\u001b[39mint16,\n\u001b[1;32m    508\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_INT8:\n\u001b[1;32m    509\u001b[0m         np\u001b[38;5;241m.\u001b[39mint8,\n\u001b[1;32m    510\u001b[0m     \u001b[38;5;66;03m# NOTE(touts): For strings we use np.object as it supports variable length\u001b[39;00m\n\u001b[1;32m    511\u001b[0m     \u001b[38;5;66;03m# strings.\u001b[39;00m\n\u001b[1;32m    512\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_STRING:\n\u001b[0;32m--> 513\u001b[0m         \u001b[43mnp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mobject\u001b[49m,\n\u001b[1;32m    514\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_COMPLEX64:\n\u001b[1;32m    515\u001b[0m         np\u001b[38;5;241m.\u001b[39mcomplex64,\n\u001b[1;32m    516\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_COMPLEX128:\n\u001b[1;32m    517\u001b[0m         np\u001b[38;5;241m.\u001b[39mcomplex128,\n\u001b[1;32m    518\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_INT64:\n\u001b[1;32m    519\u001b[0m         np\u001b[38;5;241m.\u001b[39mint64,\n\u001b[1;32m    520\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_BOOL:\n\u001b[1;32m    521\u001b[0m         np\u001b[38;5;241m.\u001b[39mbool,\n\u001b[1;32m    522\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QINT8:\n\u001b[1;32m    523\u001b[0m         _np_qint8,\n\u001b[1;32m    524\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QUINT8:\n\u001b[1;32m    525\u001b[0m         _np_quint8,\n\u001b[1;32m    526\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QINT16:\n\u001b[1;32m    527\u001b[0m         _np_qint16,\n\u001b[1;32m    528\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QUINT16:\n\u001b[1;32m    529\u001b[0m         _np_quint16,\n\u001b[1;32m    530\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QINT32:\n\u001b[1;32m    531\u001b[0m         _np_qint32,\n\u001b[1;32m    532\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_BFLOAT16:\n\u001b[1;32m    533\u001b[0m         _np_bfloat16,\n\u001b[1;32m    534\u001b[0m \n\u001b[1;32m    535\u001b[0m     \u001b[38;5;66;03m# Ref types\u001b[39;00m\n\u001b[1;32m    536\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_HALF_REF:\n\u001b[1;32m    537\u001b[0m         np\u001b[38;5;241m.\u001b[39mfloat16,\n\u001b[1;32m    538\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_FLOAT_REF:\n\u001b[1;32m    539\u001b[0m         np\u001b[38;5;241m.\u001b[39mfloat32,\n\u001b[1;32m    540\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_DOUBLE_REF:\n\u001b[1;32m    541\u001b[0m         np\u001b[38;5;241m.\u001b[39mfloat64,\n\u001b[1;32m    542\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_INT32_REF:\n\u001b[1;32m    543\u001b[0m         np\u001b[38;5;241m.\u001b[39mint32,\n\u001b[1;32m    544\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_UINT32_REF:\n\u001b[1;32m    545\u001b[0m         np\u001b[38;5;241m.\u001b[39muint32,\n\u001b[1;32m    546\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_UINT8_REF:\n\u001b[1;32m    547\u001b[0m         np\u001b[38;5;241m.\u001b[39muint8,\n\u001b[1;32m    548\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_UINT16_REF:\n\u001b[1;32m    549\u001b[0m         np\u001b[38;5;241m.\u001b[39muint16,\n\u001b[1;32m    550\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_INT16_REF:\n\u001b[1;32m    551\u001b[0m         np\u001b[38;5;241m.\u001b[39mint16,\n\u001b[1;32m    552\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_INT8_REF:\n\u001b[1;32m    553\u001b[0m         np\u001b[38;5;241m.\u001b[39mint8,\n\u001b[1;32m    554\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_STRING_REF:\n\u001b[1;32m    555\u001b[0m         np\u001b[38;5;241m.\u001b[39mobject,\n\u001b[1;32m    556\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_COMPLEX64_REF:\n\u001b[1;32m    557\u001b[0m         np\u001b[38;5;241m.\u001b[39mcomplex64,\n\u001b[1;32m    558\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_COMPLEX128_REF:\n\u001b[1;32m    559\u001b[0m         np\u001b[38;5;241m.\u001b[39mcomplex128,\n\u001b[1;32m    560\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_INT64_REF:\n\u001b[1;32m    561\u001b[0m         np\u001b[38;5;241m.\u001b[39mint64,\n\u001b[1;32m    562\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_UINT64_REF:\n\u001b[1;32m    563\u001b[0m         np\u001b[38;5;241m.\u001b[39muint64,\n\u001b[1;32m    564\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_BOOL_REF:\n\u001b[1;32m    565\u001b[0m         np\u001b[38;5;241m.\u001b[39mbool,\n\u001b[1;32m    566\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QINT8_REF:\n\u001b[1;32m    567\u001b[0m         _np_qint8,\n\u001b[1;32m    568\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QUINT8_REF:\n\u001b[1;32m    569\u001b[0m         _np_quint8,\n\u001b[1;32m    570\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QINT16_REF:\n\u001b[1;32m    571\u001b[0m         _np_qint16,\n\u001b[1;32m    572\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QUINT16_REF:\n\u001b[1;32m    573\u001b[0m         _np_quint16,\n\u001b[1;32m    574\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_QINT32_REF:\n\u001b[1;32m    575\u001b[0m         _np_qint32,\n\u001b[1;32m    576\u001b[0m     types_pb2\u001b[38;5;241m.\u001b[39mDT_BFLOAT16_REF:\n\u001b[1;32m    577\u001b[0m         _np_bfloat16,\n\u001b[1;32m    578\u001b[0m }\n\u001b[1;32m    580\u001b[0m _QUANTIZED_DTYPES_NO_REF \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mfrozenset\u001b[39m([qint8, quint8, qint16, quint16, qint32])\n\u001b[1;32m    581\u001b[0m _QUANTIZED_DTYPES_REF \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mfrozenset\u001b[39m(\n\u001b[1;32m    582\u001b[0m     [qint8_ref, quint8_ref, qint16_ref, quint16_ref, qint32_ref])\n",
      "File \u001b[0;32m~/anaconda3/envs/deeplense/lib/python3.8/site-packages/numpy/__init__.py:305\u001b[0m, in \u001b[0;36m__getattr__\u001b[0;34m(attr)\u001b[0m\n\u001b[1;32m    300\u001b[0m     warnings\u001b[38;5;241m.\u001b[39mwarn(\n\u001b[1;32m    301\u001b[0m         \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mIn the future `np.\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mattr\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m` will be defined as the \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m    302\u001b[0m         \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcorresponding NumPy scalar.\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;167;01mFutureWarning\u001b[39;00m, stacklevel\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m2\u001b[39m)\n\u001b[1;32m    304\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m attr \u001b[38;5;129;01min\u001b[39;00m __former_attrs__:\n\u001b[0;32m--> 305\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m(__former_attrs__[attr])\n\u001b[1;32m    307\u001b[0m \u001b[38;5;66;03m# Importing Tester requires importing all of UnitTest which is not a\u001b[39;00m\n\u001b[1;32m    308\u001b[0m \u001b[38;5;66;03m# cheap import Since it is mainly used in test suits, we lazy import it\u001b[39;00m\n\u001b[1;32m    309\u001b[0m \u001b[38;5;66;03m# here to save on the order of 10 ms of import time for most users\u001b[39;00m\n\u001b[1;32m    310\u001b[0m \u001b[38;5;66;03m#\u001b[39;00m\n\u001b[1;32m    311\u001b[0m \u001b[38;5;66;03m# The previous way Tester was imported also had a side effect of adding\u001b[39;00m\n\u001b[1;32m    312\u001b[0m \u001b[38;5;66;03m# the full `numpy.testing` namespace\u001b[39;00m\n\u001b[1;32m    313\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m attr \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtesting\u001b[39m\u001b[38;5;124m'\u001b[39m:\n",
      "\u001b[0;31mAttributeError\u001b[0m: module 'numpy' has no attribute 'object'.\n`np.object` was a deprecated alias for the builtin `object`. To avoid this error in existing code, use `object` by itself. Doing this will not modify any behavior and is safe. \nThe aliases was originally deprecated in NumPy 1.20; for more details and guidance see the original release note at:\n    https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations"
     ]
    }
   ],
   "source": [
    "from nltk import word_tokenize\n",
    "\n",
    "from tensorflow.keras.preprocessing.text import one_hot, Tokenizer\n",
    "\n",
    "# Creating A Tokenizer To Tokenize The Words And Create Sequences Of Tokenized Words\n",
    "tokenizer = Tokenizer(num_words = total_words)\n",
    "tokenizer.fit_on_texts(train_df['title'])\n",
    "\n",
    "train_sequences = tokenizer.texts_to_sequences(train_df['title'])\n",
    "val_sequences = tokenizer.texts_to_sequences(val_df['title'])\n",
    "test_sequences = tokenizer.texts_to_sequences(test_df['title'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a0e04fc5",
   "metadata": {},
   "outputs": [],
   "source": [
    "from tensorflow.keras.preprocessing.sequence import pad_sequences\n",
    "\n",
    "# Adding Padding\n",
    "padded_train = pad_sequences(train_sequences,maxlen = 42, padding = 'post', truncating = 'post')\n",
    "padded_val = pad_sequences(val_sequences,maxlen = 42, padding = 'post', truncating = 'post')\n",
    "padded_test = pad_sequences(test_sequences,maxlen = 42, padding = 'post', truncating = 'post')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6a714b9",
   "metadata": {},
   "source": [
    "## BERT"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "7871b263",
   "metadata": {},
   "outputs": [],
   "source": [
    "import torch\n",
    "from transformers import BertTokenizer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "8110a732",
   "metadata": {},
   "outputs": [],
   "source": [
    "PRETRAINED_MODEL_NAME = 'bert-base-uncased'\n",
    "tokenizer = BertTokenizer.from_pretrained(PRETRAINED_MODEL_NAME)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "1820ec13",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "trainset size: 28734\n",
      "valset size: 7184\n",
      "testset size:  8980\n"
     ]
    }
   ],
   "source": [
    "from torch.utils.data import Dataset\n",
    "\n",
    "class FakeNewsDataset(Dataset):\n",
    "    def __init__(self, mode, tokenizer):\n",
    "        assert mode in ['train', 'val', 'test']\n",
    "        self.mode = mode\n",
    "        self.df = pd.read_csv(mode + '.tsv', sep='\\t').fillna(\"\")\n",
    "        self.len = len(self.df)\n",
    "        self.tokenizer = tokenizer  # BERT tokenizer\n",
    "    \n",
    "    def __getitem__(self, idx):\n",
    "        if self.mode == 'test':\n",
    "            statement, label = self.df.iloc[idx, :].values\n",
    "            label_tensor = torch.tensor(label)\n",
    "        else:\n",
    "            statement, label = self.df.iloc[idx, :].values\n",
    "            label_tensor = torch.tensor(label)\n",
    "            \n",
    "        word_pieces = ['[CLS]']\n",
    "        statement = self.tokenizer.tokenize(statement)\n",
    "        word_pieces += statement + ['[SEP]']\n",
    "        len_st = len(word_pieces)\n",
    "        \n",
    "#         tokens_b = self.tokenizer.tokenize(text_b)\n",
    "#         word_pieces += tokens_b + [\"[SEP]\"]\n",
    "#         len_b = len(word_pieces) - len_a\n",
    "        \n",
    "        ids = self.tokenizer.convert_tokens_to_ids(word_pieces)\n",
    "        tokens_tensor = torch.tensor(ids)\n",
    "        \n",
    "        segments_tensor = torch.tensor([0] * len_st, dtype=torch.long)\n",
    "        \n",
    "        return (tokens_tensor, segments_tensor, label_tensor)\n",
    "    \n",
    "    def __len__(self):\n",
    "        return self.len\n",
    "    \n",
    "    \n",
    "# Initialize Datasets for Transformation\n",
    "trainset = FakeNewsDataset('train', tokenizer=tokenizer)\n",
    "valset = FakeNewsDataset('val', tokenizer=tokenizer)\n",
    "testset = FakeNewsDataset('test', tokenizer=tokenizer)\n",
    "\n",
    "print('trainset size:' ,trainset.__len__())\n",
    "print('valset size:',valset.__len__())\n",
    "print('testset size: ',testset.__len__())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "9d9bb13b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "original_statement: \n",
      "BREAKING VIDEO: HILLARY CLINTON STUMBLES Up Stairs On Plane…Microphone Catches Her Asking, “Why Can’t You Go Any Closer?”\n",
      "\n",
      "tokens: \n",
      "['[CLS]', 'breaking', 'video', ':', 'hillary', 'clinton', 'stumble', '##s', 'up', 'stairs', 'on', 'plane', '…', 'microphone', 'catches', 'her', 'asking', ',', '“', 'why', 'can', '’', 't', 'you', 'go', 'any', 'closer', '?', '”', '[SEP]']\n",
      "\n",
      "label: 0\n",
      "\n",
      "--------------------\n",
      "\n",
      "tokens_tensor: \n",
      "tensor([  101,  4911,  2678,  1024, 18520,  7207, 21811,  2015,  2039,  5108,\n",
      "         2006,  4946,  1529, 15545, 11269,  2014,  4851,  1010,  1523,  2339,\n",
      "         2064,  1521,  1056,  2017,  2175,  2151,  3553,  1029,  1524,   102])\n",
      "\n",
      "segments_tensor: \n",
      "tensor([0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "        0, 0, 0, 0, 0, 0])\n",
      "\n",
      "label_tensor: \n",
      "0\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "sample_idx = 0\n",
    "\n",
    "statement, label = trainset.df.iloc[sample_idx].values\n",
    "\n",
    "# id tensors\n",
    "tokens_tensor, segments_tensor, label_tensor = trainset[sample_idx]\n",
    "\n",
    "# tokens_tensor \n",
    "tokens = tokenizer.convert_ids_to_tokens(tokens_tensor.tolist())\n",
    "combined_text = \" \".join(tokens)\n",
    "\n",
    "print(f\"\"\"\n",
    "original_statement: \n",
    "{statement}\n",
    "\n",
    "tokens: \n",
    "{tokens}\n",
    "\n",
    "label: {label}\n",
    "\n",
    "--------------------\n",
    "\n",
    "tokens_tensor: \n",
    "{tokens_tensor}\n",
    "\n",
    "segments_tensor: \n",
    "{segments_tensor}\n",
    "\n",
    "label_tensor: \n",
    "{label_tensor}\n",
    "\n",
    "\"\"\")\n",
    "     "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "4d799cdd",
   "metadata": {},
   "outputs": [],
   "source": [
    "from torch.utils.data import DataLoader\n",
    "from torch.nn.utils.rnn import pad_sequence\n",
    "\n",
    "# - tokens_tensor\n",
    "# - segments_tensor\n",
    "# - label_tensor\n",
    "def create_mini_batch(samples):\n",
    "    tokens_tensors = [s[0] for s in samples]\n",
    "    segments_tensors = [s[1] for s in samples]\n",
    "    \n",
    "    # labels\n",
    "    if samples[0][2] is not None:\n",
    "        label_ids = torch.stack([s[2] for s in samples])\n",
    "    else:\n",
    "        label_ids = None\n",
    "    \n",
    "    # Zero Padding\n",
    "    tokens_tensors = pad_sequence(tokens_tensors, batch_first=True)\n",
    "    segments_tensors = pad_sequence(segments_tensors, batch_first=True)\n",
    "\n",
    "    masks_tensors = torch.zeros(tokens_tensors.shape, dtype=torch.long)\n",
    "    masks_tensors = masks_tensors.masked_fill(tokens_tensors != 0, 1)\n",
    "    \n",
    "    return tokens_tensors, segments_tensors, masks_tensors, label_ids\n",
    "\n",
    "BATCH_SIZE = 16\n",
    "trainloader = DataLoader(trainset, batch_size=BATCH_SIZE, collate_fn=create_mini_batch)\n",
    "valloader = DataLoader(valset, batch_size=BATCH_SIZE, collate_fn=create_mini_batch)\n",
    "testloader = DataLoader(testset, batch_size=BATCH_SIZE,collate_fn=create_mini_batch)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "4ae76903",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "tokens_tensors.shape   = torch.Size([16, 30]) \n",
      "tensor([[  101,  4911,  2678,  1024, 18520,  7207, 21811,  2015,  2039,  5108,\n",
      "          2006,  4946,  1529, 15545, 11269,  2014,  4851,  1010,  1523,  2339,\n",
      "          2064,  1521,  1056,  2017,  2175,  2151,  3553,  1029,  1524,   102],\n",
      "        [  101,  2502, 12868,  6314,  2037,  2684,  2001,  4036,  2088,  2381,\n",
      "         24086,  3070,  5374,  2270,  2082,   102,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  4911,  1024,  9577,  3295,  1523,  3566,  1998,  3769,  1524,\n",
      "          2194,  2007, 17183,  2283,  7264,  2921, 18520,  7207,  1521,  1055,\n",
      "         10373,  8241,  2003, 21362,  1031,  2678,  1033,   102,     0,     0],\n",
      "        [  101,  8398,  2110,  3942,  2000,  3725,  1005,  2706,  2185,  1005,\n",
      "          1024,  2866,  7610,  2089,  3764, 26760, 20778,   102,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  5984,  7043,  2373,  8370,  5344,  4245,  2389,  5081,  1999,\n",
      "          7064,  3814,   102,     0,     0,     0,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  3146,  3021, 26996,  5427,  6325,  2005, 11324,  2015,  2379,\n",
      "          2015,  6226,   102,     0,     0,     0,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101, 10166,   999,  6437,  5747,  2097,  2022, 25569,  5882,  2005,\n",
      "          3336,  1011,  4288,  3740,  6687,  9021, 28536,   102,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  3554,  1999,  2789,  5924,  5409,  2144,  2337,  1024,  9808,\n",
      "          3401,   102,     0,     0,     0,     0,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  4911,  1024, 10643,  9979,  8398,  1521,  1055,  3658,  1010,\n",
      "          2097,  8556,  1520,  3049,  9867,  1521,  2004,  2112,  1997,  3607,\n",
      "         15113,   102,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  8326, 21633,  2663, 16950,  6632,  2110, 11141,  5605,   102,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  2635,  1037,  7823, 11032,  2006,  2621,  1024, 11992,  1999,\n",
      "          1057,  1012,  1055,  1012,  2160,   102,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  2202,  1037,  2193,  1010,  2017,  1521,  2128,  6069,  2022,\n",
      "          2182,  1037,  2096,  1529,  3342,  2043, 13857,  5763,  2193,  1997,\n",
      "          5057,  2282,  7879,  2052,  9885,  2007,  8112, 16302,  1029,   102],\n",
      "        [  101,  2007,  8398,  3377,  1010, 14969,  1057,  1012,  1055,  1012,\n",
      "          2236,  4152,  2117,  3382,   102,     0,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  5796, 28957,  1056, 28394,  3215, 17082,  2678,  1997,  8872,\n",
      "          2108,  7944,  2011, 26599,  1521,  1055,  2482,  1010, 16644,  2135,\n",
      "          5176,  2065,  2009,  9294,  2004,  1037,  2610,  5252,  1029,   102],\n",
      "        [  101, 10759,  3036,  2025, 14126, 24726,  2015,  1024,  5163,   102,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0],\n",
      "        [  101,  2054,  9130,  2074,  2106,  2055,  4409,  2003,  2183,  2000,\n",
      "          3298,  1996, 17212,  2050,  9577,   102,     0,     0,     0,     0,\n",
      "             0,     0,     0,     0,     0,     0,     0,     0,     0,     0]])\n",
      "------------------------\n",
      "segments_tensors.shape = torch.Size([16, 30])\n",
      "tensor([[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0]])\n",
      "------------------------\n",
      "masks_tensors.shape    = torch.Size([16, 30])\n",
      "tensor([[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
      "         1, 1, 1, 1, 1, 1],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
      "         1, 1, 1, 1, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
      "         1, 1, 1, 1, 1, 1],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n",
      "         1, 1, 1, 1, 1, 1],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0],\n",
      "        [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0,\n",
      "         0, 0, 0, 0, 0, 0]])\n",
      "------------------------\n",
      "label_ids.shape        = torch.Size([16])\n",
      "tensor([0, 0, 0, 1, 1, 1, 0, 1, 0, 1, 1, 0, 1, 0, 1, 0])\n",
      "\n"
     ]
    }
   ],
   "source": [
    "data = next(iter(trainloader))\n",
    "\n",
    "tokens_tensors, segments_tensors, masks_tensors, label_ids = data\n",
    "\n",
    "print(f\"\"\"\n",
    "tokens_tensors.shape   = {tokens_tensors.shape} \n",
    "{tokens_tensors}\n",
    "------------------------\n",
    "segments_tensors.shape = {segments_tensors.shape}\n",
    "{segments_tensors}\n",
    "------------------------\n",
    "masks_tensors.shape    = {masks_tensors.shape}\n",
    "{masks_tensors}\n",
    "------------------------\n",
    "label_ids.shape        = {label_ids.shape}\n",
    "{label_ids}\n",
    "\"\"\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "7cddeac6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Collecting git+https://github.com/huggingface/transformers\n",
      "  Cloning https://github.com/huggingface/transformers to /home/rra055/tmp/pip-req-build-01brz1k6\n",
      "  Running command git clone --filter=blob:none --quiet https://github.com/huggingface/transformers /home/rra055/tmp/pip-req-build-01brz1k6\n",
      "  Resolved https://github.com/huggingface/transformers to commit f7329751fe5c43365751951502c00df5a4654359\n",
      "  Installing build dependencies ... \u001b[?25ldone\n",
      "\u001b[?25h  Getting requirements to build wheel ... \u001b[?25ldone\n",
      "\u001b[?25h  Preparing metadata (pyproject.toml) ... \u001b[?25ldone\n",
      "\u001b[?25hRequirement already satisfied: tqdm>=4.27 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (4.64.1)\n",
      "Requirement already satisfied: pyyaml>=5.1 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (6.0)\n",
      "Requirement already satisfied: packaging>=20.0 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (23.0)\n",
      "Requirement already satisfied: requests in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (2.28.1)\n",
      "Requirement already satisfied: huggingface-hub<1.0,>=0.11.0 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (0.13.2)\n",
      "Requirement already satisfied: filelock in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (3.9.1)\n",
      "Requirement already satisfied: tokenizers!=0.11.3,<0.14,>=0.11.1 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (0.13.2)\n",
      "Requirement already satisfied: numpy>=1.17 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (1.24.2)\n",
      "Requirement already satisfied: regex!=2019.12.17 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from transformers==4.28.0.dev0) (2022.7.9)\n",
      "Requirement already satisfied: typing-extensions>=3.7.4.3 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from huggingface-hub<1.0,>=0.11.0->transformers==4.28.0.dev0) (4.4.0)\n",
      "Requirement already satisfied: idna<4,>=2.5 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from requests->transformers==4.28.0.dev0) (3.4)\n",
      "Requirement already satisfied: charset-normalizer<3,>=2 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from requests->transformers==4.28.0.dev0) (2.1.0)\n",
      "Requirement already satisfied: certifi>=2017.4.17 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from requests->transformers==4.28.0.dev0) (2022.12.7)\n",
      "Requirement already satisfied: urllib3<1.27,>=1.21.1 in /home/rra055/anaconda3/envs/deeplense/lib/python3.8/site-packages (from requests->transformers==4.28.0.dev0) (1.26.14)\n",
      "Note: you may need to restart the kernel to use updated packages.\n"
     ]
    }
   ],
   "source": [
    "pip install git+https://github.com/huggingface/transformers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "2b144624",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "name             module\n",
      "-----------------------\n",
      "bert:embeddings\n",
      "bert:encoder\n",
      "bert:pooler\n",
      "dropout          Dropout(p=0.1, inplace=False)\n",
      "classifier       Linear(in_features=768, out_features=2, bias=True)\n"
     ]
    }
   ],
   "source": [
    "from transformers import BertTokenizer\n",
    "from transformers import BertForSequenceClassification\n",
    "from IPython.display import display, clear_output\n",
    "\n",
    "PRETRAINED_MODEL_NAME = \"bert-base-uncased\"\n",
    "NUM_LABELS = 2\n",
    "\n",
    "model = BertForSequenceClassification.from_pretrained(\n",
    "    PRETRAINED_MODEL_NAME, num_labels=NUM_LABELS)\n",
    "\n",
    "clear_output()\n",
    "\n",
    "# high-level modules\n",
    "print(\"\"\"\n",
    "name             module\n",
    "-----------------------\"\"\")\n",
    "for name, module in model.named_children():\n",
    "    if name == \"bert\":\n",
    "        for n, _ in module.named_children():\n",
    "            print(f\"{name}:{n}\")\n",
    "    else:\n",
    "        print(\"{:16} {}\".format(name, module))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "355a200c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "BertConfig {\n",
       "  \"_name_or_path\": \"bert-base-uncased\",\n",
       "  \"architectures\": [\n",
       "    \"BertForMaskedLM\"\n",
       "  ],\n",
       "  \"attention_probs_dropout_prob\": 0.1,\n",
       "  \"classifier_dropout\": null,\n",
       "  \"gradient_checkpointing\": false,\n",
       "  \"hidden_act\": \"gelu\",\n",
       "  \"hidden_dropout_prob\": 0.1,\n",
       "  \"hidden_size\": 768,\n",
       "  \"initializer_range\": 0.02,\n",
       "  \"intermediate_size\": 3072,\n",
       "  \"layer_norm_eps\": 1e-12,\n",
       "  \"max_position_embeddings\": 512,\n",
       "  \"model_type\": \"bert\",\n",
       "  \"num_attention_heads\": 12,\n",
       "  \"num_hidden_layers\": 12,\n",
       "  \"pad_token_id\": 0,\n",
       "  \"position_embedding_type\": \"absolute\",\n",
       "  \"transformers_version\": \"4.28.0.dev0\",\n",
       "  \"type_vocab_size\": 2,\n",
       "  \"use_cache\": true,\n",
       "  \"vocab_size\": 30522\n",
       "}"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.config"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "da63d5cf",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Tue Mar 14 23:35:09 2023       \n",
      "+-----------------------------------------------------------------------------+\n",
      "| NVIDIA-SMI 525.85.12    Driver Version: 525.85.12    CUDA Version: 12.0     |\n",
      "|-------------------------------+----------------------+----------------------+\n",
      "| GPU  Name        Persistence-M| Bus-Id        Disp.A | Volatile Uncorr. ECC |\n",
      "| Fan  Temp  Perf  Pwr:Usage/Cap|         Memory-Usage | GPU-Util  Compute M. |\n",
      "|                               |                      |               MIG M. |\n",
      "|===============================+======================+======================|\n",
      "|   0  NVIDIA A100 80G...  On   | 00000000:17:00.0 Off |                    0 |\n",
      "| N/A   39C    P0    68W / 300W |  80444MiB / 81920MiB |      0%      Default |\n",
      "|                               |                      |             Disabled |\n",
      "+-------------------------------+----------------------+----------------------+\n",
      "|   1  NVIDIA A100 80G...  On   | 00000000:65:00.0 Off |                    0 |\n",
      "| N/A   28C    P0    41W / 300W |      2MiB / 81920MiB |      0%      Default |\n",
      "|                               |                      |             Disabled |\n",
      "+-------------------------------+----------------------+----------------------+\n",
      "|   2  NVIDIA A100 80G...  On   | 00000000:CA:00.0 Off |                    0 |\n",
      "| N/A   43C    P0   132W / 300W |  48210MiB / 81920MiB |     56%      Default |\n",
      "|                               |                      |             Disabled |\n",
      "+-------------------------------+----------------------+----------------------+\n",
      "|   3  NVIDIA A100 80G...  On   | 00000000:E3:00.0 Off |                    0 |\n",
      "| N/A   64C    P0   321W / 300W |  52206MiB / 81920MiB |     98%      Default |\n",
      "|                               |                      |             Disabled |\n",
      "+-------------------------------+----------------------+----------------------+\n",
      "                                                                               \n",
      "+-----------------------------------------------------------------------------+\n",
      "| Processes:                                                                  |\n",
      "|  GPU   GI   CI        PID   Type   Process name                  GPU Memory |\n",
      "|        ID   ID                                                   Usage      |\n",
      "|=============================================================================|\n",
      "|    0   N/A  N/A   3489362      C   python                          80442MiB |\n",
      "|    2   N/A  N/A   3623312      C   python                          48208MiB |\n",
      "|    3   N/A  N/A   1726672      C   ...envs/deeplense/bin/python     3984MiB |\n",
      "|    3   N/A  N/A   4020273      C   python                          48220MiB |\n",
      "+-----------------------------------------------------------------------------+\n"
     ]
    }
   ],
   "source": [
    "!nvidia-smi"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3d7989d4",
   "metadata": {},
   "source": [
    "## Fine Tuning of BERT"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "c3beb290",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "device: cuda:3\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5f5de845c573499bb659b1891bd6c922",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/1796 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "327bd7ffdb7f470c991e52091f140acb",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/1796 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f0f9b7fe5a794be4bb750b238f5f0884",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/1796 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# %%time\n",
    "from sklearn.metrics import accuracy_score\n",
    "from tqdm.notebook import tqdm\n",
    "\n",
    "device = torch.device(\"cuda:3\" if torch.cuda.is_available() else \"cpu\")\n",
    "print(\"device:\", device)\n",
    "model = model.to(device='cuda:3')\n",
    "\n",
    "model.train()\n",
    "optimizer = torch.optim.Adam(model.parameters(), lr=1e-5)\n",
    "NUM_EPOCHS = 3\n",
    "\n",
    "for epoch in range(NUM_EPOCHS):\n",
    "    train_loss = 0.0\n",
    "    train_acc = 0.0\n",
    "\n",
    "    loop = tqdm(trainloader)\n",
    "    for batch_idx, data in enumerate(loop):\n",
    "        tokens_tensors, segments_tensors, masks_tensors, labels = [t.to(device) for t in data]\n",
    "        optimizer.zero_grad()\n",
    "        \n",
    "        outputs = model(input_ids=tokens_tensors, \n",
    "                        token_type_ids=segments_tensors, \n",
    "                        attention_mask=masks_tensors, \n",
    "                        labels=labels)\n",
    "\n",
    "        loss = outputs[0]\n",
    "        loss.backward()\n",
    "        optimizer.step()\n",
    "\n",
    "        logits = outputs[1]\n",
    "        _, pred = torch.max(logits.data, 1)\n",
    "        train_acc = accuracy_score(pred.cpu().tolist() , labels.cpu().tolist())\n",
    "\n",
    "        # batch loss\n",
    "        train_loss += loss.item()\n",
    "\n",
    "        # if batch_idx == len(trainloader)-1:\n",
    "        #     _, acc = get_predictions(model, trainloader, compute_acc=True)\n",
    "\n",
    "        loop.set_description(f\"Epoch [{epoch+1}/{NUM_EPOCHS}]\")\n",
    "        loop.set_postfix(acc = train_acc, loss = train_loss)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "ee5c699b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Model saved!\n"
     ]
    }
   ],
   "source": [
    "torch.save(model, './fake_news_classifier.pth')\n",
    "print('Model saved!')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "b72b9324",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[0.9826228  0.01136364]\n",
      " [0.0173772  0.98863636]]\n",
      "Acc:  0.9857461024498887\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sklearn.metrics import confusion_matrix, ConfusionMatrixDisplay\n",
    "\n",
    "true=[]\n",
    "predictions=[]\n",
    "with torch.no_grad():\n",
    "    model.eval()\n",
    "    for data in testloader:\n",
    "        if next(model.parameters()).is_cuda:\n",
    "            data = [t.to(device) for t in data if t is not None]\n",
    "            \n",
    "        tokens_tensors, segments_tensors, masks_tensors = data[:3]\n",
    "        test_outputs = model(input_ids=tokens_tensors, \n",
    "                    token_type_ids=segments_tensors, \n",
    "                    attention_mask=masks_tensors)\n",
    "\n",
    "        logits = test_outputs[0]\n",
    "        _, pred = torch.max(logits.data, 1)\n",
    "\n",
    "        labels = data[3]\n",
    "        true.extend(labels.cpu().tolist())\n",
    "        predictions.extend(pred.cpu().tolist())\n",
    "\n",
    "\n",
    "cm = confusion_matrix(true, predictions, labels=[1, 0], normalize='pred')\n",
    "print(cm)\n",
    "\n",
    "disp = ConfusionMatrixDisplay(confusion_matrix=cm, display_labels=['Real', 'Fake'])\n",
    "disp.plot()\n",
    "\n",
    "print('Acc: ', accuracy_score(predictions,true))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "58bc634a",
   "metadata": {},
   "outputs": [
    {
     "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>title</th>\n",
       "      <th>true</th>\n",
       "      <th>pred_label</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Senator McCain, visiting Pakistan, seeks bette...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>BIKERS FOR TRUMP Will Travel To Future Rallies...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Chagrined anti-Trump Republicans seek to recru...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>‘Who Appointed You to the Supreme Court?’: Sen...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Trump asks government agencies for plans to cu...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8975</th>\n",
       "      <td>Report: Trump Won’t Be Handling Foreign Or Do...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8976</th>\n",
       "      <td>BUSTED: Republican Conspired With Aide To Lab...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8977</th>\n",
       "      <td>The Trump Administration Is Helping Scam Univ...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8978</th>\n",
       "      <td>Bangladesh carving out forest land to shelter ...</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8979</th>\n",
       "      <td>Not a Journalist: CNN’s Brian Stelter Manages ...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>8980 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                  title  true  pred_label\n",
       "0     Senator McCain, visiting Pakistan, seeks bette...     1           1\n",
       "1     BIKERS FOR TRUMP Will Travel To Future Rallies...     0           0\n",
       "2     Chagrined anti-Trump Republicans seek to recru...     1           1\n",
       "3     ‘Who Appointed You to the Supreme Court?’: Sen...     0           0\n",
       "4     Trump asks government agencies for plans to cu...     1           1\n",
       "...                                                 ...   ...         ...\n",
       "8975   Report: Trump Won’t Be Handling Foreign Or Do...     0           0\n",
       "8976   BUSTED: Republican Conspired With Aide To Lab...     0           0\n",
       "8977   The Trump Administration Is Helping Scam Univ...     0           0\n",
       "8978  Bangladesh carving out forest land to shelter ...     1           1\n",
       "8979  Not a Journalist: CNN’s Brian Stelter Manages ...     0           0\n",
       "\n",
       "[8980 rows x 3 columns]"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.DataFrame({\"pred_label\": predictions})\n",
    "\n",
    "df_pred = pd.concat([testset.df.loc[:, ['title']], \n",
    "                          testset.df.loc[:, ['true']], \n",
    "                          df.loc[:, 'pred_label']], axis=1)\n",
    "# df_pred.to_csv('bert_1_prec_training_samples.csv', index=False)\n",
    "df_pred"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "869d1dc5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "           0       0.99      0.98      0.99      4686\n",
      "           1       0.98      0.99      0.99      4294\n",
      "\n",
      "    accuracy                           0.99      8980\n",
      "   macro avg       0.99      0.99      0.99      8980\n",
      "weighted avg       0.99      0.99      0.99      8980\n",
      "\n"
     ]
    }
   ],
   "source": [
    "from sklearn.metrics import classification_report\n",
    "\n",
    "print(classification_report(df_pred.true, df_pred.pred_label))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "471b6e47",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "wrong_df = df_pred[df_pred.true != df_pred.pred_label]\n",
    "sns.countplot(y=\"true\", palette=\"coolwarm\", data=wrong_df).set_title('Wrong Classification Result Real/Fake Distribution')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "35ff4693",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([' Caitlyn Jenner Slams Trump, Considers Running for Office',\n",
       "       'OBAMA WARNS: Crackdown On Terrorism In U.S. Would Violate Iran Deal',\n",
       "       'Hillary Clinton for NYC mayor? Probably not, but rumors persist',\n",
       "       'Pope says its crazy to see his meeting with Bernie Sanders as political',\n",
       "       ' Trump Snubs World Leaders On Climate, Pulls Out Of Paris Accord',\n",
       "       'Trump attacks Mitch McConnell for second day over Senate health policy failure',\n",
       "       'TRUMP TELLS State Department To Make CUT More Than 50% Of Funding To U.N.',\n",
       "       'Trump Halts Travel In New Executive Order',\n",
       "       ' Rick Santorum Advises President To Quit Tweeting, Trump Responds Via Twitter',\n",
       "       ' Fox News Hacked Phone Records, Emails Of Media Matters Journalists',\n",
       "       'Archived State Department briefing video deliberately cut',\n",
       "       'Virtual tie raises doubts: Can Hillary Clinton close the deal?',\n",
       "       'On the ballot: two clashing visions of how America will power its cars, homes',\n",
       "       'RUSSIAN LAWMAKER WARNS: North Korea Ready To Launch Missile Capable Of Hitting U.S.',\n",
       "       'FBI Warns Philly Colleges Of Threat On Monday: What You Need To Know',\n",
       "       'Senator Rand Paul returns to work after being tackled while mowing lawn',\n",
       "       ' Trump Plans To Turn Medicaid Into A Death Panel Program With Limited Funding',\n",
       "       'MILITARY LEADERS SPEAK UP: IRAN DEAL MAKES WAR MORE LIKELY',\n",
       "       ' Michael Jordan Condemns North Carolina Anti-LGBT Law',\n",
       "       ' Fmr. NYC Mayor Michael Bloomberg Is Troubled By Trump, Plans To Endorse Clinton At DNC',\n",
       "       'Special Report: Why Obama and other gun control advocates own stock in firearms makers',\n",
       "       'U.S. APOLOGIZES FOR HUMAN RIGHTS VIOLATIONS AT U.N. REVIEW TO COUNTRIES WITH WORSE HUMAN RIGHTS VIOLATIONS',\n",
       "       'BUDGET DEAL Quadruples Number Of Unskilled Guest Workers',\n",
       "       'Hillary Clinton, NYC mayor assailed for racially charged joke',\n",
       "       'U.S. APOLOGIZES FOR HUMAN RIGHTS VIOLATIONS AT U.N. REVIEW TO COUNTRIES WITH WORSE HUMAN RIGHTS VIOLATIONS',\n",
       "       'Seattle judge grants nationwide temporary restraining order on Trump immigration ban',\n",
       "       'Cruz unleashes fury at Trump over Lee Harvey Oswald comment',\n",
       "       'Hannity Interview with Julian Assange: Wikileaks Source is NOT The Russian Government',\n",
       "       ' Bernie Gives Us Hope, Promises To Protect Minorities Under Trump Administration',\n",
       "       'Lordy! Ex-FBI chief sets Twitter abuzz but @realDonaldTrump is silent',\n",
       "       'First $200 admission for a Trump rally; more to come?',\n",
       "       'MITT ROMNEY TELLS TRUMP How Republicans Win Elections',\n",
       "       ' Israeli PM Netanyahu Quoted In Full Throated Support of Ethnically Cleansing Palestinians',\n",
       "       'Bill Clinton confronts protesters who say his crime reforms hurt blacks',\n",
       "       ' Heading Into The Convention, Clinton Maintains Comfortable Lead',\n",
       "       'Democrats use Trump as bogeyman to get people to vote',\n",
       "       'Trump gives Boy Scouts at jamboree a taste of Washington politics',\n",
       "       'Florida man admits helping funnel 2012 foreign political contribution',\n",
       "       'BENGHAZI COMMITTEE Finally Interviews Drone Operator Working The Night Of Benghazi Attack',\n",
       "       ' Man Who Predicted Fall Of Soviet Union Has A Prediction About Trump Administration',\n",
       "       'Trump Halts Travel In New Executive Order',\n",
       "       'TRUMP SLAMS OBAMA AND VOWS To Undo Cuban Policy',\n",
       "       'Trump’s Awkward First Date with Frau Merkel',\n",
       "       'THE FUTURE Of The Democratic Party In One Picture',\n",
       "       'Republican Trump says women should be punished for illegal abortions',\n",
       "       'How a businessman struck a deal with Islamic State to help Assad feed Syrians',\n",
       "       ' Two U.S. Marines Under Investigation For Threatening Attack On Gay Bars',\n",
       "       ' Netanyahu Whines About U.N. Resolution, Refuses To Abide By Terms Like A True Tyrant',\n",
       "       'President Trump approves major disaster declaration for Florida',\n",
       "       'Michelle Obama helps Prince Harry launch second Invictus Games',\n",
       "       'Sanders will vote for Clinton to stop Trump',\n",
       "       'U.S. government crackdown threatens Kaspersky’s American dream',\n",
       "       ' Former Israeli Prime Minister BLASTS Israeli Government, Says Israel Has Become A Fascist State',\n",
       "       'Trump, on CNN, faults Muslim community for not reporting people like Orlando shooter',\n",
       "       'Trump promised to repeal Obamacare. Now what?',\n",
       "       ' Victims Of Terrorist Attack Question Lack Of Presidential Support',\n",
       "       ' Alabama County Succeeds In Re-Instituting School Segregation',\n",
       "       'Peace Prize President Obama Approved $200 Billion in Arms Deals Since 2009',\n",
       "       'President Obama formally endorses Clinton for president',\n",
       "       'Snap of Clinton reading Pence email headline goes viral',\n",
       "       'Organizers of white nationalist rally in Virginia, driver sued for $3 million',\n",
       "       \"The pope is writing a document on fake news - and that's the truth\",\n",
       "       ' In White House Conference Call About Iran, Staffers Talked About Blowup Dolls',\n",
       "       'TOP 10 TWEETS From Democrat Debate',\n",
       "       ' N.C. NAACP Plans Sit-Ins To Force Repeal Of Anti-Gay Law',\n",
       "       'AIR FORCE WILL EASE POLICY ON DISCHARGING TRANSGENDERS',\n",
       "       'OBAMA WARNS: Crackdown On Terrorism In U.S. Would Violate Iran Deal',\n",
       "       'GERMAN CARNIVAL CANCELLED Over Fears Of Muslim Refugee Sex Attacks',\n",
       "       'TREASURY DEPT Depicts Lady Liberty As A Black Woman On New U.S. Coin',\n",
       "       'Sterling quarterback crop lead way into the playoffs',\n",
       "       'Fellow Republicans assail Trump after he defends Confederate monuments',\n",
       "       'An Obama, not the president, brings down the house at Democratic convention',\n",
       "       'Special Report: Why an emblematic American city has turned to Trump',\n",
       "       'Obama visits a mosque to send pointed message to non-Muslims',\n",
       "       'Judge Napolitano Slams SCOTUS Ruling on Obamacare',\n",
       "       'Obama to Republican leaders: why are you still endorsing Trump?',\n",
       "       'Hillary Clinton says Donald Trump unqualified to be president',\n",
       "       ' Trump Tells Japanese Diplomats He Never Knew There Were So Many Countries In The World',\n",
       "       'Republican Ryan is raising big money but not for White House race',\n",
       "       'ANTI-POLICE BEYONCE To Campaign For Hillary Clinton In Ohio',\n",
       "       'NUMBER OF REFUGEES Welcomed To U.S. Since Paris Terror Attack: One Christian, 236 Muslims',\n",
       "       'TOP 10 TWEETS From Democrat Debate',\n",
       "       'COMMIE CALIFORNIA BILL Would Allow Prosecution Of Climate Scam Dissent',\n",
       "       ' Intelligence Committee Warns Trump: Produce Wiretapping Evidence By Monday',\n",
       "       'Trump’s Awkward First Date with Frau Merkel',\n",
       "       'Trump flag-burning tweet leads activists to burn some flags in New York',\n",
       "       ' Congressional Republicans Might Cause This Deadly Virus To Overwhelm U.S.',\n",
       "       ' Trump Says To H*ll With Benghazi Mom, Does Live Fox News Interview During Her Speech',\n",
       "       'Biden: Trump is already making our country less safe',\n",
       "       'Q&A: Did Sessions break the law by denying knowledge of Russia contacts?',\n",
       "       ' Kushner Begs Trump To Attack Special Counsel',\n",
       "       ' Global Forecasting Service Rates Trump As High Threat To World Security And Economic Stability',\n",
       "       'RUSSIAN AMBASSADOR Visited Obama 6 Times During Hillary Uranium To Russia Scandal',\n",
       "       \"Thousands of voters in limbo after Kansas demands proof they're American\",\n",
       "       'BRITISH WOMAN LOSES VIRGINITY To Asylum Seeking Rapist On Her Way To Church',\n",
       "       'SUPER TUESDAY PROJECTION MAP FROM REAL CLEAR POLITICS',\n",
       "       'A dead dictator, his rusting boat and a fight for history',\n",
       "       'Shifting sands: What is changing in Saudi Arabia?',\n",
       "       ' Russia Hack Bigger Than We Thought; Electrical Grid Threatened',\n",
       "       ' Taxpayers Billed $800,000 A Year For Prayers In Congress',\n",
       "       'GLOSSED OVER: Key Questions Emerge After Death of Supreme Court Justice Antonin Scalia',\n",
       "       'PRESIDENT TRUMP Looking at Executive Action on Obamacare',\n",
       "       ' Scientists Planning A March On Washington To Protest Trump',\n",
       "       'Federal judge refuses to overturn Trump pardon of Arpaio',\n",
       "       'Peace Prize President Obama Approved $200 Billion in Arms Deals Since 2009',\n",
       "       ' House Republicans Begin Process To Withdraw America From The United Nations',\n",
       "       ' Judge Lets Trump Postpone His Fraud Case Until Three Weeks AFTER The Election',\n",
       "       'Suspect in baseball field shooting ranted against Trump on social media',\n",
       "       'OLDER HUSBANDS ALLOWED TO SLEEP WITH Child Brides On Weekends At Danish Asylum Centers',\n",
       "       'Jill Biden, wife of U.S. vice president, arrives in Cuba',\n",
       "       ' Lawsuit Filed Against Intelligence Agencies For Records On Russian Election Tampering',\n",
       "       'CBS poll shows Clinton with 4-point lead vs Trump in White House race',\n",
       "       'Protesters Block Downtown Chicago Streets And Michigan Avenue',\n",
       "       'FOUR TRIGGERS FOR THE NEXT TITANIC ECONOMIC RECESSION',\n",
       "       'Janet Reno, first U.S. woman attorney general, dies at 78',\n",
       "       'BUDGET DEAL Quadruples Number Of Unskilled Guest Workers',\n",
       "       ' Republican Leaders And Activists Plan To Back Third-Party Candidate If Trump Is Nominated',\n",
       "       'Trump accuser follows Cosby playbook by pursuing defamation suit',\n",
       "       ' U.S. Ambassador: British School Children View U.S. As Synonymous With Gun Violence',\n",
       "       'Chicago asks judge to halt Trump plan to deny funds to sanctuary cities',\n",
       "       'GLOSSED OVER: Key Questions Emerge After Death of Supreme Court Justice Antonin Scalia',\n",
       "       ' White House Officials Push For Kushner To Step Aside Amid Russia Scandal',\n",
       "       'McCain, once belittled by Trump, hands him big defeat in healthcare vote',\n",
       "       'Georgia Teachers Fired for Pro-Trump Comments',\n",
       "       'Text: Mitt Romney speech slamming Donald Trump',\n",
       "       'Topless Femen activist tries to snatch Jesus statue from Vatican crib',\n",
       "       ' Congressional Black Caucus Formulates Battle Plan For Trump Resistance',\n",
       "       'HOW MEXICO COULD ACTUALLY Benefit From A Trump Presidency'],\n",
       "      dtype=object)"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wrong_titles = df_pred[df_pred.true != df_pred.pred_label].title.values\n",
    "wrong_titles"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6d0b050f",
   "metadata": {},
   "source": [
    "If some of the news articles were classified incorrectly, here are some steps that can be taken to improve the model's performance:\n",
    "\n",
    "1. Increase the size of the training dataset: A larger dataset with a diverse range of news articles can help the model learn more effectively and generalize better.\n",
    "\n",
    "2. Fine-tune the model: Fine-tuning is the process of adapting a pre-trained model on a specific dataset. This can improve the model's performance on the target task.\n",
    "\n",
    "3. Add more features: The current model only uses the text of the article for classification. Adding more features such as author name, article category, publication date, etc. can help the model learn more about the article and improve its accuracy.\n",
    "\n",
    "4. Use an ensemble of models: Ensembling involves combining multiple models to improve overall accuracy. This can be done by training multiple models on different subsets of the data or using different architectures.\n",
    "\n",
    "5. Improve data cleaning: Preprocessing the text data is an essential step in building an accurate NLP model. The model's performance can be improved by using better text cleaning methods, removing stop words, or stemming the text.\n",
    "\n",
    "6. Use a different model architecture: There are many different types of pre-trained language models available, and some may perform better than others on the specific task of fake news detection. Trying out different models may lead to better performance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "62e28d6e",
   "metadata": {},
   "outputs": [],
   "source": []
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