CS7641_LSA_with_Vader.ipynb

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        "import pandas as pd\n",
        "import glob\n",
        "import os\n",
        "import warnings\n",
        "warnings.filterwarnings(\"ignore\")\n",
        "from tqdm import tqdm\n",
        "import matplotlib.pyplot as plt\n",
        "from gensim.parsing.preprocessing import remove_stopwords,strip_punctuation,preprocess_string,strip_short,stem_text\n",
        "from gensim import corpora\n",
        "from gensim.models import LsiModel\n",
        "from gensim.models.coherencemodel import CoherenceModel"
      ]
    },
    {
      "cell_type": "code",
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          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mounted at /content/drive\n"
          ]
        }
      ],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
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            "100%|██████████| 720/720 [00:14<00:00, 48.26it/s] \n",
            "100%|██████████| 744/744 [00:16<00:00, 44.51it/s] \n",
            "100%|██████████| 744/744 [00:17<00:00, 41.67it/s] \n",
            "100%|██████████| 672/672 [00:15<00:00, 42.45it/s] \n"
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      ],
      "source": [
        "dirs=[\"2020-11\",\"2020-12\",\"2021-01\",\"2021-02\"]\n",
        "li = []\n",
        "for dir in dirs:\n",
        "  path=\"/content/drive/My Drive/CS7641/raw_vader/\"\n",
        "  path+=dir\n",
        "  all_files = glob.glob(os.path.join(path , \"*.csv\"))\n",
        "  for filename in tqdm(all_files):\n",
        "    df = pd.read_csv(filename, index_col=None, header=0)\n",
        "    li.append(df)"
      ]
    },
    {
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              "  Unnamed: 0                 created_at  \\\n",
              "0          0  2020-10-31 23:59:54+00:00   \n",
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              "                                           full_text  \\\n",
              "0  Halloween is my favorite holiday, but today th...   \n",
              "1  RT The graphics in this article are excellent-...   \n",
              "2  Trick or Treats with my son who I don't  see o...   \n",
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        "data_first_wave = pd.concat(li, axis=0, ignore_index=True)\n",
        "data_first_wave.head()"
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            "100%|██████████| 744/744 [00:16<00:00, 44.72it/s] \n",
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        "dirs=[\"2021-12\",\"2022-01\"]\n",
        "li = []\n",
        "for dir in dirs:\n",
        "  path=\"/content/drive/My Drive/CS7641/raw_vader/\"\n",
        "  path+=dir\n",
        "  all_files = glob.glob(os.path.join(path , \"*.csv\"))\n",
        "  for filename in tqdm(all_files):\n",
        "    df = pd.read_csv(filename, index_col=None, header=0)\n",
        "    li.append(df)"
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      ],
      "source": [
        "data_second_wave = pd.concat(li, axis=0, ignore_index=True)\n",
        "data_second_wave.tail()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "id": "k1FrF6LfbelL"
      },
      "outputs": [],
      "source": [
        "data_first_wave=data_first_wave.drop('Unnamed: 0',axis=1)\n",
        "data_second_wave=data_second_wave.drop('Unnamed: 0',axis=1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "F_w-tVeHewSw",
        "outputId": "09306cdc-f46a-4cab-fa51-6b8c0889c0e1"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(433347, 3)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(433339, 3)"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ],
      "source": [
        "print(data_first_wave.shape)\n",
        "data_first_wave = data_first_wave[data_first_wave['full_text'].notna()]\n",
        "data_first_wave.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "bHNVSu3sbNYu",
        "outputId": "725e7f51-9bc2-42f7-9ca8-9e19e120304e"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(227633, 3)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(227631, 3)"
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ],
      "source": [
        "print(data_second_wave.shape)\n",
        "data_second_wave = data_second_wave[data_second_wave['full_text'].notna()]\n",
        "data_second_wave.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "id": "7BwlO4VgcCyD"
      },
      "outputs": [],
      "source": [
        "def preprocess(text):\n",
        "    CUSTOM_FILTERS = [lambda x: x.lower(), \n",
        "                                remove_stopwords, \n",
        "                                strip_punctuation, \n",
        "                                strip_short]\n",
        "    text = preprocess_string(text, CUSTOM_FILTERS)\n",
        "    \n",
        "    return text\n",
        " \n",
        "data_first_wave['clean_text'] = data_first_wave['full_text'].apply(lambda x: preprocess(x))\n",
        "data_second_wave['clean_text'] = data_second_wave['full_text'].apply(lambda x: preprocess(x))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "id": "ChlRdAaPDvI7"
      },
      "outputs": [],
      "source": [
        "corpus_first_wave = data_first_wave['clean_text']\n",
        "lexicon_first_wave = corpora.Dictionary(corpus_first_wave)\n",
        "bow_first_wave = [lexicon_first_wave.doc2bow(text) for text in corpus_first_wave]\n",
        "\n",
        "corpus_second_wave = data_second_wave['clean_text']\n",
        "lexicon_second_wave = corpora.Dictionary(corpus_second_wave)\n",
        "bow_second_wave = [lexicon_second_wave.doc2bow(text) for text in corpus_second_wave]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "znInqsT7EBr3",
        "outputId": "a643b60c-256c-425e-e408-7f813e9d946a"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Coherence score with 2 clusters: -3.304821962415255\n",
            "Coherence score with 3 clusters: -3.6429147790843026\n",
            "Coherence score with 4 clusters: -3.637376532861401\n",
            "Coherence score with 5 clusters: -3.8574842968261565\n",
            "Coherence score with 6 clusters: -3.9529757826994882\n",
            "Coherence score with 7 clusters: -3.819808245254144\n",
            "Coherence score with 8 clusters: -3.981592015668787\n",
            "Coherence score with 9 clusters: -4.244572605122157\n",
            "Coherence score with 10 clusters: -4.552002559760102\n",
            "Coherence score with 11 clusters: -4.158401376187478\n",
            "Coherence score with 12 clusters: -4.127091737888659\n"
          ]
        }
      ],
      "source": [
        "for i in range(2,13):\n",
        "    lsi_first_wave = LsiModel(bow_first_wave, num_topics=i, id2word=lexicon_first_wave)\n",
        "    coherence_model_first_wave = CoherenceModel(model=lsi_first_wave, texts=data_first_wave['clean_text'], dictionary=lexicon_first_wave, coherence='u_mass')\n",
        "    coherence_score_first_wave = coherence_model_first_wave.get_coherence()\n",
        "    print('Coherence score with {} clusters: {}'.format(i, coherence_score_first_wave))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "id": "CtC_M9NcjH7G"
      },
      "outputs": [],
      "source": [
        "lsi_first_wave = LsiModel(bow_first_wave, num_topics=10, id2word=lexicon_first_wave)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "NP1-qsIOEMsc",
        "outputId": "13778d27-8c94-4916-b1b6-b0078244cb83"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Words in 0: 0.912*\"covid\" + 0.143*\"https\" + 0.114*\"vaccine\" + 0.113*\"people\" + 0.107*\"pandemic\".\n",
            "Words in 1: 0.753*\"pandemic\" + -0.304*\"covid\" + 0.262*\"https\" + 0.212*\"covid19\" + 0.194*\"people\".\n",
            "Words in 2: 0.561*\"pandemic\" + -0.398*\"covid19\" + -0.351*\"https\" + -0.279*\"coronavirus\" + -0.262*\"new\".\n",
            "Words in 3: 0.655*\"people\" + 0.423*\"amp\" + -0.305*\"https\" + -0.214*\"cases\" + -0.208*\"pandemic\".\n",
            "Words in 4: 0.431*\"https\" + -0.401*\"cases\" + -0.383*\"people\" + 0.369*\"amp\" + -0.271*\"new\".\n",
            "Words in 5: 0.659*\"amp\" + -0.441*\"people\" + -0.421*\"https\" + 0.192*\"cases\" + -0.170*\"vaccine\".\n",
            "Words in 6: 0.740*\"lockdown\" + -0.418*\"vaccine\" + -0.350*\"covid19\" + 0.228*\"https\" + -0.135*\"coronavirus\".\n",
            "Words in 7: 0.394*\"new\" + -0.365*\"https\" + -0.341*\"000000\" + -0.238*\"wind\" + -0.196*\"amp\".\n",
            "Words in 8: 0.412*\"mask\" + 0.362*\"wear\" + 0.338*\"covid19\" + -0.291*\"amp\" + -0.278*\"new\".\n",
            "Words in 9: 0.485*\"vaccine\" + -0.464*\"covid19\" + 0.444*\"coronavirus\" + 0.342*\"trump\" + 0.177*\"lockdown\".\n"
          ]
        }
      ],
      "source": [
        "text_first_wave=\"\"\n",
        "for topic_num, words in lsi_first_wave.print_topics(num_words=5):\n",
        "    t_list=words.split(\"+\")\n",
        "    t_list=[t[t.index('\"')+1:t.rfind('\"')] for t in t_list]\n",
        "    if \"https\" in t_list:\n",
        "      t_list.remove('https')\n",
        "    text_first_wave+=\" \".join(t_list)\n",
        "    text_first_wave+=\" \"\n",
        "    print('Words in {}: {}.'.format(topic_num, words))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "YwNrR0_1jPbb",
        "outputId": "6c2e93c8-c811-4ab5-bb8b-9b8e1d4863b5"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "UMass Coherence score with 10 clusters: -4.454721728954944\n",
            "CV Coherence score with 10 clusters: 0.30368532519093716\n",
            "UCI Coherence score with 10 clusters: -0.9353867443134822\n"
          ]
        }
      ],
      "source": [
        "coherence_model_first_wave = CoherenceModel(model=lsi_first_wave, texts=data_first_wave['clean_text'], dictionary=lexicon_first_wave, coherence='u_mass')\n",
        "coherence_score_first_wave = coherence_model_first_wave.get_coherence()\n",
        "print('UMass Coherence score with {} clusters: {}'.format(10, coherence_score_first_wave))\n",
        "\n",
        "coherence_model_first_wave = CoherenceModel(model=lsi_first_wave, texts=data_first_wave['clean_text'], dictionary=lexicon_first_wave, coherence='c_v')\n",
        "coherence_score_first_wave = coherence_model_first_wave.get_coherence()\n",
        "print('CV Coherence score with {} clusters: {}'.format(10, coherence_score_first_wave))\n",
        "\n",
        "coherence_model_first_wave = CoherenceModel(model=lsi_first_wave, texts=data_first_wave['clean_text'], dictionary=lexicon_first_wave, coherence='c_uci')\n",
        "coherence_score_first_wave = coherence_model_first_wave.get_coherence()\n",
        "print('UCI Coherence score with {} clusters: {}'.format(10, coherence_score_first_wave))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 466
        },
        "id": "jqEXtcuRjSo9",
        "outputId": "2ef22bb1-70f6-4ba7-d93d-cacf9351e9a4"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 576x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "from wordcloud import WordCloud\n",
        "wordcloud = WordCloud(width = 800, height = 800,background_color ='white',min_font_size = 10).generate(text_first_wave)\n",
        "plt.figure(figsize = (8, 8), facecolor = None)\n",
        "plt.imshow(wordcloud)\n",
        "plt.axis(\"off\")\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "4opx3ngUTKPM",
        "outputId": "2d26c55e-e7e8-438f-9f30-6a12f48ac072"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Coherence score with 2 clusters: -3.3718531115653843\n",
            "Coherence score with 3 clusters: -3.685514588433257\n",
            "Coherence score with 4 clusters: -3.6306996619408425\n",
            "Coherence score with 5 clusters: -3.6112947261892914\n",
            "Coherence score with 6 clusters: -3.622574168459878\n",
            "Coherence score with 7 clusters: -3.9059047328778322\n",
            "Coherence score with 8 clusters: -3.9757426639349127\n",
            "Coherence score with 9 clusters: -3.759366806492634\n"
          ]
        }
      ],
      "source": [
        "for i in range(2,10):\n",
        "    lsi_second_wave = LsiModel(bow_second_wave, num_topics=i, id2word=lexicon_second_wave)\n",
        "    coherence_model_second_wave = CoherenceModel(model=lsi_second_wave, texts=data_second_wave['clean_text'], dictionary=lexicon_second_wave, coherence='u_mass')\n",
        "    coherence_score_second_wave = coherence_model_second_wave.get_coherence()\n",
        "    print('Coherence score with {} clusters: {}'.format(i, coherence_score_second_wave))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {
        "id": "cwSCIybTjXN6"
      },
      "outputs": [],
      "source": [
        "lsi_second_wave = LsiModel(bow_second_wave, num_topics=8, id2word=lexicon_second_wave)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 19,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "39CpgoinTVrz",
        "outputId": "10cb6b26-58a0-43ab-a52f-12f971316749"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Words in 0: 0.924*\"covid\" + 0.117*\"https\" + 0.115*\"people\" + 0.101*\"vaccine\" + 0.087*\"new\".\n",
            "Words in 1: 0.519*\"vaccine\" + 0.384*\"omicron\" + -0.319*\"covid\" + 0.290*\"https\" + 0.288*\"pandemic\".\n",
            "Words in 2: 0.747*\"vaccine\" + -0.377*\"omicron\" + -0.264*\"pandemic\" + -0.227*\"new\" + -0.225*\"https\".\n",
            "Words in 3: 0.675*\"pandemic\" + -0.423*\"omicron\" + 0.398*\"people\" + -0.197*\"cases\" + -0.176*\"vaccine\".\n",
            "Words in 4: 0.741*\"people\" + -0.391*\"pandemic\" + -0.357*\"https\" + 0.267*\"omicron\" + -0.189*\"vaccine\".\n",
            "Words in 5: 0.897*\"amp\" + -0.273*\"https\" + -0.271*\"people\" + -0.076*\"pandemic\" + 0.062*\"omicron\".\n",
            "Words in 6: 0.661*\"https\" + -0.535*\"new\" + -0.332*\"cases\" + -0.212*\"pandemic\" + 0.138*\"amp\".\n",
            "Words in 7: -0.542*\"omicron\" + 0.404*\"new\" + 0.377*\"https\" + -0.327*\"pandemic\" + 0.249*\"cases\".\n"
          ]
        }
      ],
      "source": [
        "text_second_wave=\"\"\n",
        "for topic_num, words in lsi_second_wave.print_topics(num_words=5):\n",
        "    t_list=words.split(\"+\")\n",
        "    t_list=[t[t.index('\"')+1:t.rfind('\"')] for t in t_list]\n",
        "    if \"https\" in t_list:\n",
        "      t_list.remove('https')\n",
        "    text_second_wave+=\" \".join(t_list)\n",
        "    text_second_wave+=\" \"\n",
        "    print('Words in {}: {}.'.format(topic_num, words))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 20,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ID9yya65jgF6",
        "outputId": "8a105b1e-2a07-4fb8-cabc-b68313edb5a8"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "UMass Coherence score with 8 clusters: -3.967405641558525\n",
            "CV Coherence score with 8 clusters: 0.2848329043426807\n",
            "UCI Coherence score with 8 clusters: -0.3471763050254365\n"
          ]
        }
      ],
      "source": [
        "coherence_model_second_wave = CoherenceModel(model=lsi_second_wave, texts=data_second_wave['clean_text'], dictionary=lexicon_second_wave, coherence='u_mass')\n",
        "coherence_score_second_wave = coherence_model_second_wave.get_coherence()\n",
        "print('UMass Coherence score with {} clusters: {}'.format(8, coherence_score_second_wave))\n",
        "\n",
        "coherence_model_second_wave = CoherenceModel(model=lsi_second_wave, texts=data_second_wave['clean_text'], dictionary=lexicon_second_wave, coherence='c_v')\n",
        "coherence_score_second_wave = coherence_model_second_wave.get_coherence()\n",
        "print('CV Coherence score with {} clusters: {}'.format(8, coherence_score_second_wave))\n",
        "\n",
        "coherence_model_second_wave = CoherenceModel(model=lsi_second_wave, texts=data_second_wave['clean_text'], dictionary=lexicon_second_wave, coherence='c_uci')\n",
        "coherence_score_second_wave = coherence_model_second_wave.get_coherence()\n",
        "print('UCI Coherence score with {} clusters: {}'.format(8, coherence_score_second_wave))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 21,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 466
        },
        "id": "OH4yyjLcjgyI",
        "outputId": "91e3770f-4991-409b-9856-97c2cfc72a89"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 576x576 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "from wordcloud import WordCloud\n",
        "wordcloud = WordCloud(width = 800, height = 800,background_color ='white',min_font_size = 10).generate(text_second_wave)\n",
        "plt.figure(figsize = (8, 8), facecolor = None)\n",
        "plt.imshow(wordcloud)\n",
        "plt.axis(\"off\")\n",
        "plt.show()"
      ]
    }
  ],
  "metadata": {
    "accelerator": "TPU",
    "colab": {
      "provenance": []
    },
    "gpuClass": "standard",
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}