{"cells":[{"cell_type":"markdown","metadata":{"id":"wz8ZtpV_vkWU"},"source":["# Sentiment Analysis with Hugging Face"]},{"cell_type":"markdown","metadata":{"id":"ZAK-6LHovkWW"},"source":["Hugging Face is an open-source and platform provider of machine learning technologies. You can use install their package to access some interesting pre-built models to use them directly or to fine-tune (retrain it on your dataset leveraging the prior knowledge coming with the first training), then host your trained models on the platform, so that you may use them later on other devices and apps.\n","\n","Please, [go to the website and sign-in](https://huggingface.co/) to access all the features of the platform.\n","\n","[Read more about Text classification with Hugging Face](https://huggingface.co/tasks/text-classification)\n","\n","The Hugging face models are Deep Learning based, so will need a lot of computational GPU power to train them. Please use [Colab](https://colab.research.google.com/) to do it, or your other GPU cloud provider, or a local machine having NVIDIA GPU."]},{"cell_type":"markdown","metadata":{"id":"k2oUBGMNvkWW"},"source":["## Application of Hugging Face Text classification model Fune-tuning"]},{"cell_type":"markdown","metadata":{"id":"O9VRm8uzvkWX"},"source":["Find below a simple example, with just `3 epochs of fine-tuning`.\n","\n","Read more about the fine-tuning concept : [here](https://deeplizard.com/learn/video/5T-iXNNiwIs#:~:text=Fine%2Dtuning%20is%20a%20way,perform%20a%20second%20similar%20task.)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"r9Jx-No4vkWX","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1694429375702,"user_tz":0,"elapsed":75586,"user":{"displayName":"Kofi Amoako","userId":"18255665820642908010"}},"outputId":"449431db-7c40-446a-a708-f48c1e742ceb"},"outputs":[{"output_type":"stream","name":"stdout","text":["Collecting 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(2023.7.22)\n","Collecting neattext\n","  Downloading neattext-0.1.3-py3-none-any.whl (114 kB)\n","\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m114.7/114.7 kB\u001b[0m \u001b[31m2.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hInstalling collected packages: neattext\n","Successfully installed neattext-0.1.3\n","Requirement already satisfied: huggingface_hub in /usr/local/lib/python3.10/dist-packages (0.16.4)\n","Requirement already satisfied: filelock in /usr/local/lib/python3.10/dist-packages (from huggingface_hub) (3.12.2)\n","Requirement already satisfied: fsspec in /usr/local/lib/python3.10/dist-packages (from huggingface_hub) (2023.6.0)\n","Requirement already satisfied: requests in /usr/local/lib/python3.10/dist-packages (from huggingface_hub) (2.31.0)\n","Requirement already satisfied: tqdm>=4.42.1 in /usr/local/lib/python3.10/dist-packages (from huggingface_hub) (4.66.1)\n","Requirement already satisfied: pyyaml>=5.1 in 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install transformers datasets\n","!pip install transformers[torch]\n","!pip install accelerate\n","!pip install accelerate>=0.20.1\n","!pip install huggingface_hub\n","!pip install  -q transformers datasets\n","!pip install neattext\n","!pip install huggingface_hub"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":145,"referenced_widgets":["c7cc34d7ba1b429bb1d641e780ed4d44","e994a5c221de4367af6e44b44f5519a2","6e5cad1cf577421b85cc6ebd56a5b6f5","e612ec065e3f4a8b875c35fe3c51da84","dcb594fe5be0479aa0ebdee59f146a3e","a608b123dd9b40db8d1e74abc71fad2d","0da271279e464fdf9f4cc135d51f69f0","255e157711b248ca92e749c37e7ddf6b","86d1ab7d68a94d2681d456a3d4dd09be","36f0810fe8134f7d8ef091019f94d22f","94bbb80f5fd54442ad2668ff3cf4761e","e9985bfed8eb4d58bfdf97e6f53630f3","d8db441706d148d58388135a65390e6a","169fc772959a45dd9521d6b7a733e727","9d7050ce0faa48c1a15a45c15c4fd0e6","5b6fc6483f76436d8972bdf29c672122","56064958c49c44ab909c6a111af808fc","3b76ca60078a4d99993648f29ab0bd93","6c4b395deef64ef0b76b18660203e0ff","da0acbff8e39438a9f38e6b48aacc0c2","0577dcdb836b47b1954b28462f4ce652","df9df87932b0401b8a056917f0e9a708","49f91ba1a19e44abbe67079910e9fa64","f21a72b8f57247c98101d92eca2060fe","bcd67ffc0c484edd80db858b50084089","b5b7e3e365d5408893be731a53b3195f","15ea7206df074aea82357bf89ddd4928","40151ebaf6564a7fba36b0b99a3e15c6","9fb9a843924d45bd93dc2a1adfcdf6a7","89272753c0ea423b9bc9e28ebeb9e691","14c6f5728c4746e9a576814065e7fc4b","1dc10d09f2354cf5ab8df5d567247ca8"]},"id":"HpqKBkRfvkWY","executionInfo":{"status":"ok","timestamp":1693828964593,"user_tz":0,"elapsed":11,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"13ca1940-ad8d-48d3-ff01-e93b6a8b06b0"},"outputs":[{"output_type":"display_data","data":{"text/plain":["VBox(children=(HTML(value='<center> <img\\nsrc=https://huggingface.co/front/assets/huggingface_logo-noborder.sv…"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"c7cc34d7ba1b429bb1d641e780ed4d44"}},"metadata":{}}],"source":["from huggingface_hub import notebook_login\n","\n","notebook_login()"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"E8Xq8UJZvkWZ"},"outputs":[],"source":["##for handling path of my datasets\n","import os\n","from google.colab import drive\n","\n","##for data handling:\n","import pandas as pd\n","import numpy as np\n","from datasets import load_dataset\n","from sklearn.model_selection import train_test_split\n","\n","##for visualization\n","import matplotlib.pyplot as plt\n","from collections import Counter\n","from wordcloud import WordCloud\n","import neattext.functions as nfx\n","import re\n","\n","##modelling:\n","import nltk\n","from nltk.corpus import stopwords\n","import string\n","from transformers import AutoTokenizer\n","from transformers import AutoModelForSequenceClassification\n","from sklearn.metrics import mean_squared_error\n","from datasets import load_metric\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"u2ZtZuKRvkWa"},"outputs":[],"source":["# Disabe W&B\n","os.environ[\"WANDB_DISABLED\"] = \"true\""]},{"cell_type":"code","source":["drive.mount('/content/drive')"],"metadata":{"id":"EbNmKL0kwctF"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"Y9bb_VlsvkWa"},"source":["#### LOADING DATASET"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"YPt1Ppq1vkWa"},"outputs":[],"source":["path = 'https://drive.google.com/file/d/1NX0CmjAhWjo9lKBT64jZVfMKrdyrMs8T/view?usp=drive_link'\n","\n","# Load the dataset and display some values\n","# df_train = pd.read_csv('../data/Train.csv')\n","df_train = pd.read_csv('/content/drive/My Drive/Sentiment-Analysis-Model/data/Train.csv')\n","\n","# A way to eliminate rows containing NaN values\n","df_train = df_train[~df_train.isna().any(axis=1)]\n","\n","\n","# Load the dataset and display some values\n","# df_test = pd.read_csv('../data/Test.csv')\n","df_test = pd.read_csv('/content/drive/My Drive/Sentiment-Analysis-Model/data/Test.csv')\n","\n","# A way to eliminate rows containing NaN values\n","df_test = df_test[~df_test.isna().any(axis=1)]"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"-n5AsqTGvkWa"},"outputs":[],"source":["##creating a copy\n","\n","train_data= df_train.copy()\n","test_data= df_test.copy()"]},{"cell_type":"markdown","metadata":{"id":"PvihvlXnvkWb"},"source":["## CRISP-DM Framework\n","\n","- Data Understanding\n","- Data Preparation\n","- Modelling\n","- Evaluation\n","- Deployment\n"]},{"cell_type":"markdown","metadata":{"id":"vrfjwJGLvkWb"},"source":["#### DATA UNDERSTANDING"]},{"cell_type":"markdown","metadata":{"id":"4CiPSA8fvkWb"},"source":["##### EXPLORATORY DATA ANALYSIS (EDA)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":206},"id":"_wujoptNvkWb","executionInfo":{"status":"ok","timestamp":1693828967754,"user_tz":0,"elapsed":762,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"31df43b1-09b1-4427-8354-49de80f970c8"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["      tweet_id                                          safe_text  label  \\\n","5346  P0BIXOZR  AIDS N : Here's How The HPV Vaccine Can Help C...    1.0   \n","7446  85HYN8YR  病院実習行くのにMMRと水疱瘡の抗体を調べたら$550の請求が来た。\\r\\n((((；ﾟДﾟ...    0.0   \n","1731  J8NCS086  Dr. Art Caplan talks about ethical issue in gl...    1.0   \n","8721  OQ1JEX8C  Does Breastfeeding Protect My Baby From Measle...    0.0   \n","4521  49H88U2J  I am now vaccinated for HPV, Hep A &amp; B, an...    1.0   \n","\n","      agreement  \n","5346        1.0  \n","7446        1.0  \n","1731        1.0  \n","8721        1.0  \n","4521        1.0  "],"text/html":["\n","  <div id=\"df-b942cfb7-b50d-4f0b-a230-f6fd6e52a005\" class=\"colab-df-container\">\n","    <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>tweet_id</th>\n","      <th>safe_text</th>\n","      <th>label</th>\n","      <th>agreement</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>5346</th>\n","      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School Vaccine Data..."],"text/html":["\n","  <div id=\"df-7d6328c0-4cb7-4b68-a246-1fdee81f9440\" class=\"colab-df-container\">\n","    <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>tweet_id</th>\n","      <th>safe_text</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>2678</th>\n","      <td>II9IPK8S</td>\n","      <td>People who are against vaccinating children ar...</td>\n","    </tr>\n","    <tr>\n","      <th>169</th>\n","      <td>146W4L0B</td>\n","      <td>So scared of ebola, I'm going for a vaccine 😳</td>\n","    </tr>\n","    <tr>\n","      <th>2098</th>\n","      <td>EK9K56OZ</td>\n","      <td>Yes we will...and thnks sug\"&lt;user&gt; &lt;user&gt; happ...</td>\n","    </tr>\n","    <tr>\n","      <th>3296</th>\n","      <td>MQP0H9DO</td>\n","      <td>Better get your kids vaccinated so they don't ...</td>\n","    </tr>\n","    <tr>\n","      <th>2301</th>\n","      <td>G179TUSN</td>\n","      <td>Immunizations Unknown: Pa. School Vaccine Data...</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-7d6328c0-4cb7-4b68-a246-1fdee81f9440')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 12px;\n","    }\n","\n","    .colab-df-convert {\n","      background-color: #E8F0FE;\n","      border: none;\n","      border-radius: 50%;\n","      cursor: pointer;\n","      display: none;\n","      fill: #1967D2;\n","      height: 32px;\n","      padding: 0 0 0 0;\n","      width: 32px;\n","    }\n","\n","    .colab-df-convert:hover {\n","      background-color: #E2EBFA;\n","      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n","      fill: #174EA6;\n","    }\n","\n","    .colab-df-buttons div {\n","      margin-bottom: 4px;\n","    }\n","\n","    [theme=dark] .colab-df-convert {\n","      background-color: #3B4455;\n","      fill: #D2E3FC;\n","    }\n","\n","    [theme=dark] .colab-df-convert:hover {\n","      background-color: #434B5C;\n","      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n","      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n","      fill: #FFFFFF;\n","    }\n","  </style>\n","\n","    <script>\n","      const buttonEl =\n","        document.querySelector('#df-7d6328c0-4cb7-4b68-a246-1fdee81f9440 button.colab-df-convert');\n","      buttonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 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Visit the ' +\n","          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n","          + ' to learn more about interactive tables.';\n","        element.innerHTML = '';\n","        dataTable['output_type'] = 'display_data';\n","        await google.colab.output.renderOutput(dataTable, element);\n","        const docLink = document.createElement('div');\n","        docLink.innerHTML = docLinkHtml;\n","        element.appendChild(docLink);\n","      }\n","    </script>\n","  </div>\n","\n","\n","<div id=\"df-de9adc92-5e28-41de-b52d-1cd1831afdac\">\n","  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-de9adc92-5e28-41de-b52d-1cd1831afdac')\"\n","            title=\"Suggest charts.\"\n","            style=\"display:none;\">\n","\n","<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n","     width=\"24px\">\n","    <g>\n","        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n","    </g>\n","</svg>\n","  </button>\n","\n","<style>\n","  .colab-df-quickchart {\n","      --bg-color: #E8F0FE;\n","      --fill-color: #1967D2;\n","      --hover-bg-color: #E2EBFA;\n","      --hover-fill-color: #174EA6;\n","      --disabled-fill-color: #AAA;\n","      --disabled-bg-color: #DDD;\n","  }\n","\n","  [theme=dark] .colab-df-quickchart {\n","      --bg-color: #3B4455;\n","      --fill-color: #D2E3FC;\n","      --hover-bg-color: #434B5C;\n","      --hover-fill-color: #FFFFFF;\n","      --disabled-bg-color: #3B4455;\n","      --disabled-fill-color: #666;\n","  }\n","\n","  .colab-df-quickchart {\n","    background-color: var(--bg-color);\n","    border: none;\n","    border-radius: 50%;\n","    cursor: pointer;\n","    display: none;\n","    fill: var(--fill-color);\n","    height: 32px;\n","    padding: 0;\n","    width: 32px;\n","  }\n","\n","  .colab-df-quickchart:hover {\n","    background-color: var(--hover-bg-color);\n","    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n","    fill: var(--button-hover-fill-color);\n","  }\n","\n","  .colab-df-quickchart-complete:disabled,\n","  .colab-df-quickchart-complete:disabled:hover {\n","    background-color: var(--disabled-bg-color);\n","    fill: var(--disabled-fill-color);\n","    box-shadow: none;\n","  }\n","\n","  .colab-df-spinner {\n","    border: 2px solid var(--fill-color);\n","    border-color: transparent;\n","    border-bottom-color: var(--fill-color);\n","    animation:\n","      spin 1s steps(1) infinite;\n","  }\n","\n","  @keyframes spin {\n","    0% {\n","      border-color: transparent;\n","      border-bottom-color: var(--fill-color);\n","      border-left-color: var(--fill-color);\n","    }\n","    20% {\n","      border-color: transparent;\n","      border-left-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","    }\n","    30% {\n","      border-color: transparent;\n","      border-left-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","      border-right-color: var(--fill-color);\n","    }\n","    40% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","    }\n","    60% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","    }\n","    80% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","      border-bottom-color: var(--fill-color);\n","    }\n","    90% {\n","      border-color: transparent;\n","      border-bottom-color: var(--fill-color);\n","    }\n","  }\n","</style>\n","\n","  <script>\n","    async function quickchart(key) {\n","      const quickchartButtonEl =\n","        document.querySelector('#' + key + ' button');\n","      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n","      quickchartButtonEl.classList.add('colab-df-spinner');\n","      try {\n","        const charts = await google.colab.kernel.invokeFunction(\n","            'suggestCharts', [key], {});\n","      } catch (error) {\n","        console.error('Error during call to suggestCharts:', error);\n","      }\n","      quickchartButtonEl.classList.remove('colab-df-spinner');\n","      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n","    }\n","    (() => {\n","      let quickchartButtonEl =\n","        document.querySelector('#df-de9adc92-5e28-41de-b52d-1cd1831afdac button');\n","      quickchartButtonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 'block' : 'none';\n","    })();\n","  </script>\n","</div>\n","    </div>\n","  </div>\n"]},"metadata":{},"execution_count":55}],"source":["test_data.sample(5)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"iKJGCk44vkWc"},"outputs":[],"source":["#Getting info\n","data=[train_data, test_data]\n","names=[\"df_train\", \"df_test\"]\n","\n","for m, i in zip(data, names):\n","  print(f\"the info\", i,\"dataset are: \", \"\\n\\n\", m.info(), \"\\n\\n\", \"---\"*20 )"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"vSQJcmqvvkWc","executionInfo":{"status":"ok","timestamp":1693828967756,"user_tz":0,"elapsed":21,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"8d39743c-d3f7-4f4e-e1d1-24d61d0a8eec"},"outputs":[{"output_type":"execute_result","data":{"text/plain":[" 0.0    4908\n"," 1.0    4053\n","-1.0    1038\n","Name: label, dtype: int64"]},"metadata":{},"execution_count":57}],"source":["# We look at the number of positive, negative and neutral reviews\n","train_data.label.value_counts()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":472},"id":"Ek08zaNDvkWc","executionInfo":{"status":"ok","timestamp":1693828967756,"user_tz":0,"elapsed":18,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"0e24e7c3-2646-484d-a8d8-7410e95d83ef"},"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}],"source":["# Plot the distribution of labels\n","label_counts = train_data['label'].value_counts()\n","plt.bar(label_counts.index, label_counts.values)\n","plt.xlabel('Label')\n","plt.ylabel('Count')\n","plt.title('Distribution of Labels')\n","plt.show()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"IgInjDL0vkWd","executionInfo":{"status":"ok","timestamp":1693828967757,"user_tz":0,"elapsed":18,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"a25fe024-f045-480e-fdc1-71859f6d9b01"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["1.000000    5866\n","0.666667    3894\n","0.333333     239\n","Name: agreement, dtype: int64"]},"metadata":{},"execution_count":59}],"source":["# The count of the agrremtns\n","train_data.agreement.value_counts()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":472},"id":"b9AF_bZ1vkWd","executionInfo":{"status":"ok","timestamp":1693828967757,"user_tz":0,"elapsed":16,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"7823c19e-2b24-4780-f736-50cb85c92043"},"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}],"source":["# Plot the distribution of 'agreement'\n","plt.hist(train_data['agreement'])\n","plt.xlabel('Agreement')\n","plt.ylabel('Count')\n","plt.title('Distribution of Agreement')\n","plt.show()"]},{"cell_type":"markdown","metadata":{"id":"13tGOq0nvkWd"},"source":["The distribution of sentiments in the dataset, as depicted by the count plot, shows the prevalence of different sentiment labels within the Twitter posts related to COVID-19 vaccinations.\n","* Sentiment Label 0 (Neutral):\n","The sentiment label \"0\" (neutral) has the highest count, with approximately 5000 instances. This suggests that a significant portion of the collected tweets exhibit a neutral sentiment when it comes to discussing COVID-19 vaccinations. Neutral sentiments often indicate that the tweets may not strongly express positive or negative opinions but rather present factual information or observations.\n","\n","* Sentiment Label 1 (Positive):\n","The sentiment label \"1\" (positive) follows with around 4000 instances. This indicates that a substantial number of tweets show a positive sentiment towards COVID-19 vaccinations. These tweets might express support for vaccinations, share positive experiences, or provide information about vaccination availability and benefits.\n","\n","* Sentiment Label -1 (Negative):\n","The sentiment label \"-1\" (negative) has the lowest count, with approximately 1000 instances. This suggests that a relatively smaller portion of the collected tweets exhibit a negative sentiment towards COVID-19 vaccinations. Negative sentiments can encompass concerns, skepticism, or criticism about the vaccines, their safety, or potential side effects."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"VAngL2XgvkWe"},"outputs":[],"source":["# Calculate the correlation between 'label' and 'agreement'\n","correlation = df_train['label'].corr(df_train['agreement'])\n","\n","# Print the correlation value\n","print(f\"Correlation: {correlation}\")"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"YvAN38HBvkWe"},"outputs":[],"source":["#Checking the length of the reviews\n","review_legnth = train_data.safe_text.str.len()\n","\n","max(review_legnth)\n","\n","#Legnth of the shortest review\n","min(review_legnth)\n","\n","print(f\"max review_legnth : {max(review_legnth)}\")\n","print(f\"min review_legnth : {min(review_legnth)}\")"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":423},"id":"mRM76hy9vkWf","executionInfo":{"status":"ok","timestamp":1693828971803,"user_tz":0,"elapsed":4061,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"d6560897-6376-41a3-9715-ca54f34decac"},"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 800x500 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}],"source":["#Having a word count\n","\n","# Concatenate all the 'safe_text' into a single string\n","text = ' '.join(train_data['safe_text'])\n","\n","# Split the text into words\n","words = text.split()\n","\n","# Count the frequency of each word\n","word_counts = Counter(words)\n","\n","# Display the most common words\n","print(word_counts.most_common(10))\n","\n","# Generate the word cloud with a white background\n","cloud_two_cities = WordCloud(width=800, height=400, background_color='white').generate(text)\n","\n","# Display the word cloud\n","plt.figure(figsize=(8, 5))\n","plt.imshow(cloud_two_cities, interpolation='bilinear')\n","plt.axis('off')\n","plt.tight_layout(pad=1)\n","plt.show()\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":472},"id":"SCTGaVKYvkWf","executionInfo":{"status":"ok","timestamp":1693828971805,"user_tz":0,"elapsed":29,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"e0dc16d2-ab79-4ab5-ac1c-02a28df9bcb2"},"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}],"source":["# Calculate the length of each text in 'safe_text'\n","text_lengths = train_data['safe_text'].apply(len)\n","\n","# Plot the distribution of text lengths\n","plt.hist(text_lengths)\n","plt.xlabel('Text Length')\n","plt.ylabel('Count')\n","plt.title('Distribution of Text Lengths')\n","plt.show()"]},{"cell_type":"markdown","metadata":{"id":"giNALl4ZvkWg"},"source":["#### DATA CLEANING"]},{"cell_type":"markdown","metadata":{"id":"KaT-Ct8fvkWg"},"source":["Issues to treat:\n","\n","\n","*   Remove unneccesary columns.\n","*   Remove emojis and other characters from safe text column.\n","*   Remove punctuations from the safe text column\n","*   Changing all text to lower cases.\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"nNfmNYHavkWg"},"outputs":[],"source":["#Checking for mIssing values\n","data=[train_data, test_data]\n","names=[\"df_train\", \"df_test\"]\n","\n","for m, i in zip(data, names):\n","  print(f\"the missing values in the\", i,\"dataset are: \", \"\\n\\n\", m.isna().sum(), \"\\n\\n\", \"---\"*20 )"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"GrO5SOM_vkWh","executionInfo":{"status":"ok","timestamp":1693828971806,"user_tz":0,"elapsed":28,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"b7add2b2-ac27-43b3-cdc2-d8dc0e0fad0f"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["0"]},"metadata":{},"execution_count":66}],"source":["#check for duplicates\n","train_data.duplicated().sum()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"jWbAWWTUvkWh","executionInfo":{"status":"ok","timestamp":1693828971806,"user_tz":0,"elapsed":25,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"3e436bea-4c7d-4e96-910b-7f46328029f7"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["0    me amp the big homie meanboy3000 meanboy mb mb...\n","1    im 100 thinking of devoting my career to provi...\n","2    whatcausesautism vaccines do not vaccinate you...\n","3    i mean if they immunize my kid with something ...\n","4    thanks to user catch me performing at la nuit ...\n","5    user a nearly 67 year old study when mental he...\n","6    study of more than 95000 kids finds no link be...\n","7                      psa vaccinate your fucking kids\n","8    coughing extra on the shuttle and everyone thi...\n","9    aids vaccine created at oregon health amp scie...\n","Name: safe_text, dtype: object"]},"metadata":{},"execution_count":67}],"source":["# Clean the 'safe_text' column (example: remove URLs and special characters)\n","train_data['safe_text'] = train_data['safe_text'].str.replace(r'<url>', '')  # Remove <url> tag\n","test_data['safe_text'] = test_data['safe_text'].str.replace(r'<url>', '')  # Remove <url> tag\n","\n","# Remove emojis and other special characters\n","emojis = re.compile(r'[^\\w\\s@#$%^*()<>/|}{~:&]')\n","train_data[\"safe_text\"] = train_data[\"safe_text\"].str.replace(emojis, '')\n","test_data[\"safe_text\"] = test_data[\"safe_text\"].str.replace(emojis, '')\n","\n","# # Remove punctuation\n","punctuation = string.punctuation\n","train_data[\"safe_text\"] = train_data[\"safe_text\"].str.translate(str.maketrans('', '', punctuation))\n","test_data[\"safe_text\"] = test_data[\"safe_text\"].str.translate(str.maketrans('', '', punctuation))\n","\n","# remove hashtags\n","train_data['safe_text'] = train_data['safe_text'].apply(nfx.remove_hashtags)\n","test_data['safe_text'] = test_data['safe_text'].apply(nfx.remove_hashtags)\n","\n","# Turn the safe_text column into lowercase\n","train_data[\"safe_text\"] = train_data[\"safe_text\"].str.lower()\n","test_data[\"safe_text\"] = test_data[\"safe_text\"].str.lower()\n","\n","# remove multiple white spaces\n","def stripSpace(text):\n","    return text.strip()\n","train_data['safe_text'] = train_data['safe_text'].apply(nfx.remove_multiple_spaces)\n","train_data['safe_text'] = train_data['safe_text'].apply(stripSpace)\n","\n","# remove RT and user handles\n","def removeRT(text):\n","    return text.replace(\"RT\" , \"\")\n","train_data['safe_text'] = train_data['safe_text'].apply(lambda x: nfx.remove_userhandles(x))\n","train_data['safe_text'] = train_data['safe_text'].apply(removeRT)\n","\n","#Preview of the safe text column\n","train_data['safe_text'].head(10)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ix2kGB1AvkWh","executionInfo":{"status":"ok","timestamp":1693828971807,"user_tz":0,"elapsed":24,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"1a344312-0d14-4b15-c979-8d8cfa789054"},"outputs":[{"output_type":"stream","name":"stderr","text":["[nltk_data] Downloading package stopwords to /root/nltk_data...\n","[nltk_data]   Package stopwords is already up-to-date!\n"]},{"output_type":"execute_result","data":{"text/plain":["True"]},"metadata":{},"execution_count":68}],"source":["#REMOVING STOPWORDS\n","# Download the stop words (only required for the first time)\n","nltk.download('stopwords')"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"gZuOmBWEvkWh"},"outputs":[],"source":["# Remove stop words\n","stop_words = set(stopwords.words('english'))\n","train_data['safe_text'] = train_data['safe_text'].apply(lambda x: ' '.join([word for word in x.split() if word.lower() not in stop_words]))\n","test_data['safe_text'] = test_data['safe_text'].apply(lambda x: ' '.join([word for word in x.split() if word.lower() not in stop_words]))\n"]},{"cell_type":"markdown","metadata":{"id":"3fiz-b7rvkWh"},"source":["# Export DataFrame as CSV"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"L8Ifba25vkWi"},"outputs":[],"source":["# Save df_train\n","train_data.to_csv('/content/drive/My Drive/Sentiment-Analysis-Model/data/train_data.csv', index=False)\n","\n","# Save df_test\n","test_data.to_csv('/content/drive/My Drive/Sentiment-Analysis-Model/data/test_data.csv', index=False)"]},{"cell_type":"markdown","metadata":{"id":"SFfTfAmRvkWi"},"source":["#### IMPORTING CLEANED DATASET"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"6RqOQ02IvkWi"},"outputs":[],"source":["# Disabe W&B\n","os.environ[\"WANDB_DISABLED\"] = \"true\""]},{"cell_type":"code","execution_count":null,"metadata":{"id":"LUNo3FqUvkWi"},"outputs":[],"source":["# Load the dataset and display some values\n","df = pd.read_csv('/content/drive/My Drive/Sentiment-Analysis-Model/data/train_data.csv')\n","\n","# A way to eliminate rows containing NaN values\n","df = df[~df.isna().any(axis=1)]"]},{"cell_type":"markdown","metadata":{"id":"cIGfCU-ivkWi"},"source":["I manually split the training set to have a training subset ( a dataset the model will learn on), and an evaluation subset ( a dataset the model with use to compute metric scores to help use to avoid some training problems like [the overfitting](https://www.ibm.com/cloud/learn/overfitting) one ).\n","\n","There are multiple ways to do split the dataset. You'll see two commented line showing you another one."]},{"cell_type":"markdown","metadata":{"id":"WvjdOXSgvkWj"},"source":["#### TRAIN TEST SPLIT"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"WVLT4Vk_vkWk"},"outputs":[],"source":["# Split the train data => {train, eval}\n","train, eval = train_test_split(df, test_size=0.2, random_state=42, stratify=df['label'])"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":206},"id":"6qCrpvDivkWk","executionInfo":{"status":"ok","timestamp":1693828971810,"user_tz":0,"elapsed":24,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"cc073aa1-3dcb-4c37-96cd-e5333b789ab9"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["      tweet_id                                          safe_text  label  \\\n","9303  YMRMEDME                 mickeys measles gone international    0.0   \n","3907  5GV8NEZS  s1256 new extends exemption charitable immunit...    0.0   \n","795   EI10PS46  user ignorance vaccines isnt dangerous innocen...    1.0   \n","5791  OM26E6DG  pakistan partly suspends polio vaccination pro...    0.0   \n","3431  NBBY86FX                        news ive gone like 1000 mmr    0.0   \n","\n","      agreement  \n","9303   1.000000  \n","3907   1.000000  \n","795    0.666667  \n","5791   1.000000  \n","3431   1.000000  "],"text/html":["\n","  <div id=\"df-7767ecb2-5c93-448c-9f21-cdedd5579be8\" class=\"colab-df-container\">\n","    <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>tweet_id</th>\n","      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Visit the ' +\n","          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n","          + ' to learn more about interactive tables.';\n","        element.innerHTML = '';\n","        dataTable['output_type'] = 'display_data';\n","        await google.colab.output.renderOutput(dataTable, element);\n","        const docLink = document.createElement('div');\n","        docLink.innerHTML = docLinkHtml;\n","        element.appendChild(docLink);\n","      }\n","    </script>\n","  </div>\n","\n","\n","<div id=\"df-4e79e89c-8075-41ff-a47b-572d4b21e41e\">\n","  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-4e79e89c-8075-41ff-a47b-572d4b21e41e')\"\n","            title=\"Suggest charts.\"\n","            style=\"display:none;\">\n","\n","<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n","     width=\"24px\">\n","    <g>\n","        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n","    </g>\n","</svg>\n","  </button>\n","\n","<style>\n","  .colab-df-quickchart {\n","      --bg-color: #E8F0FE;\n","      --fill-color: #1967D2;\n","      --hover-bg-color: #E2EBFA;\n","      --hover-fill-color: #174EA6;\n","      --disabled-fill-color: #AAA;\n","      --disabled-bg-color: #DDD;\n","  }\n","\n","  [theme=dark] .colab-df-quickchart {\n","      --bg-color: #3B4455;\n","      --fill-color: #D2E3FC;\n","      --hover-bg-color: #434B5C;\n","      --hover-fill-color: #FFFFFF;\n","      --disabled-bg-color: #3B4455;\n","      --disabled-fill-color: #666;\n","  }\n","\n","  .colab-df-quickchart {\n","    background-color: var(--bg-color);\n","    border: none;\n","    border-radius: 50%;\n","    cursor: pointer;\n","    display: none;\n","    fill: var(--fill-color);\n","    height: 32px;\n","    padding: 0;\n","    width: 32px;\n","  }\n","\n","  .colab-df-quickchart:hover {\n","    background-color: var(--hover-bg-color);\n","    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n","    fill: var(--button-hover-fill-color);\n","  }\n","\n","  .colab-df-quickchart-complete:disabled,\n","  .colab-df-quickchart-complete:disabled:hover {\n","    background-color: var(--disabled-bg-color);\n","    fill: var(--disabled-fill-color);\n","    box-shadow: none;\n","  }\n","\n","  .colab-df-spinner {\n","    border: 2px solid var(--fill-color);\n","    border-color: transparent;\n","    border-bottom-color: var(--fill-color);\n","    animation:\n","      spin 1s steps(1) infinite;\n","  }\n","\n","  @keyframes spin {\n","    0% {\n","      border-color: transparent;\n","      border-bottom-color: var(--fill-color);\n","      border-left-color: var(--fill-color);\n","    }\n","    20% {\n","      border-color: transparent;\n","      border-left-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","    }\n","    30% {\n","      border-color: transparent;\n","      border-left-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","      border-right-color: var(--fill-color);\n","    }\n","    40% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","      border-top-color: var(--fill-color);\n","    }\n","    60% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","    }\n","    80% {\n","      border-color: transparent;\n","      border-right-color: var(--fill-color);\n","      border-bottom-color: var(--fill-color);\n","    }\n","    90% {\n","      border-color: transparent;\n","      border-bottom-color: var(--fill-color);\n","    }\n","  }\n","</style>\n","\n","  <script>\n","    async function quickchart(key) {\n","      const quickchartButtonEl =\n","        document.querySelector('#' + key + ' button');\n","      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n","      quickchartButtonEl.classList.add('colab-df-spinner');\n","      try {\n","        const charts = await google.colab.kernel.invokeFunction(\n","            'suggestCharts', [key], {});\n","      } catch (error) {\n","        console.error('Error during call to suggestCharts:', error);\n","      }\n","      quickchartButtonEl.classList.remove('colab-df-spinner');\n","      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n","    }\n","    (() => {\n","      let quickchartButtonEl =\n","        document.querySelector('#df-4e79e89c-8075-41ff-a47b-572d4b21e41e button');\n","      quickchartButtonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 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examples/s]"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"34b12a98acc945dc96a01673f6693c2f"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["Generating eval split: 0 examples [00:00, ? examples/s]"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"1d5bae6c841a4d20afd18053d40e7815"}},"metadata":{}}],"source":["dataset = load_dataset('csv',\n","                        data_files={'train': '/content/drive/My Drive/Sentiment-Analysis-Model/data/train_subset.csv',\n","                        'eval': '/content/drive/My Drive/Sentiment-Analysis-Model/data/eval_subset.csv'}, encoding = \"ISO-8859-1\")\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"CYgBhVjfvkWl"},"outputs":[],"source":["#Setting our tokenizer\n","tokenizer = AutoTokenizer.from_pretrained('xlnet-base-cased')"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":162,"referenced_widgets":["5e2b73e757094b44abb2ffe64cda5a2f","0e6b229cfd6c44d2b461303090fd0ea6","94f6ac96f66c44d4a3a86bcd9b5d11aa","416ff98d9fb44a0d85cfc90d5a4810bd","84ccaa3c852b468a8bfcd0d5cdd623f6","0381940cad794f578e24a94b89ace6b6","a59cc01a8c4a4bae94e8b8d824269bf1","c57aa5d0895b436892353ec27496298b","60e4b3fe26584872841f8b78d0d54d8d","2b141d5305d840b3a8471fc3ad139209","4e05a3e4cf69440c90b58a8a85a840ef","e811237fa9d749429beb6fd8dd4ee31a","6dffe3207423427597dcb4ce43a059c1","2a728a2324584ba395cf66f972a77862","76fe8315e8fc46edb0c1f3e0169ca7f8","24ee14ab7fe54981b0cf85e054d6ebef","887bc4c1550a4b76a54e026633c40c70","55d253ae7e7544ec9249e6166461d846","0089bfe429a941889f4dac1ab98afde3","e3cbdece316c4d73881afa03656d681d","4c60f7b9e47b4831857c193deab9de9f","7f75f4d6050746b48b129c0c6b65d0f2","bc07a59e2bb742569487a3e6c90f1f6e","f9bdcd77f6f34f228b8f4f0354f271a1","4b30ff9534694b96964b57cef47dbec2","43c8498ab963443298ca797dc97d807d","c6ceecfce5114abf9818686b658966a6","1d7e5a00b2214694b25264268f1e500e","594e32b6f2fc4abaa45fadcbb3cac0d2","0762ea69793445e691764ba968898eb3","d8c9da6224344b1a8aeab4fc1727ad98","69be93008a3647f69b2c8351726eb7f5","e40e9732da3942d3a309ca77069b3c74","3cdbb95f7e4144c8a585ea7f48ffeee6","8ec84cd502794c7aba2444f0cea2a880","73f22211e74b4a01b43ef00a81c1e178","5d93a18b6b83428abbcb9d075ca16452","6e18dfcd15b64df8a1cc21f8ca998fce","fb517d14f2ff40eaa69c1eb335b44237","77ad1e3b616043bcbfef10458fa21bde","ccc08f63566445e8a17de7eb5a6de446","985f31e9cd7145468008ac4b1821d7a6","46528cc9a71b470cbe18a0c0884ea565","d988362275274197a905afd266cd931e"]},"id":"c3vlOEOBvkWm","executionInfo":{"status":"ok","timestamp":1693828974827,"user_tz":0,"elapsed":2306,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"4642a405-32ef-4216-b930-8dc47020d0df"},"outputs":[{"output_type":"display_data","data":{"text/plain":["Map:   0%|          | 0/7999 [00:00<?, ? examples/s]"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"5e2b73e757094b44abb2ffe64cda5a2f"}},"metadata":{}},{"output_type":"stream","name":"stderr","text":["Asking to pad to max_length but no maximum length is provided and the model has no predefined maximum length. Default to no padding.\n"]},{"output_type":"display_data","data":{"text/plain":["Map:   0%|          | 0/2000 [00:00<?, ? examples/s]"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"e811237fa9d749429beb6fd8dd4ee31a"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["Map:   0%|          | 0/7999 [00:00<?, ? examples/s]"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"bc07a59e2bb742569487a3e6c90f1f6e"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["Map:   0%|          | 0/2000 [00:00<?, ? examples/s]"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"3cdbb95f7e4144c8a585ea7f48ffeee6"}},"metadata":{}}],"source":["# Function to transform labels\n","def transform_labels(label):\n","\n","    label = label['label']\n","    num = 0\n","    if label == -1: #'Negative'\n","        num = 0\n","    elif label == 0: #'Neutral'\n","        num = 1\n","    elif label == 1: #'Positive'\n","        num = 2\n","\n","    return {'labels': num}\n","\n","# Function to tokenize data\n","def tokenize_data(example):\n","    return tokenizer(example['safe_text'], padding='max_length')\n","\n","# Change the tweets to tokens that the models can exploit\n","dataset = dataset.map(tokenize_data, batched=True)\n","\n","# Transform\tlabels and remove the unwanted columns\n","remove_columns = ['tweet_id', 'label', 'safe_text', 'agreement']\n","dataset = dataset.map(transform_labels, remove_columns=remove_columns)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"JvALNT0yvkWm","executionInfo":{"status":"ok","timestamp":1693828974827,"user_tz":0,"elapsed":7,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"8c3c9625-c1da-41df-9748-cde000758054"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["DatasetDict({\n","    train: Dataset({\n","        features: ['input_ids', 'token_type_ids', 'attention_mask', 'labels'],\n","        num_rows: 7999\n","    })\n","    eval: Dataset({\n","        features: ['input_ids', 'token_type_ids', 'attention_mask', 'labels'],\n","        num_rows: 2000\n","    })\n","})"]},"metadata":{},"execution_count":81}],"source":["dataset"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"E6FAB8-tvkWm"},"outputs":[],"source":["# dataset['train']"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"kGYtPPcvvkWn","executionInfo":{"status":"ok","timestamp":1693828974828,"user_tz":0,"elapsed":6,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"b23107d7-66f4-4f63-c7d3-2c463894acb5"},"outputs":[{"output_type":"stream","name":"stderr","text":["Using the `WANDB_DISABLED` environment variable is deprecated and will be removed in v5. Use the --report_to flag to control the integrations used for logging result (for instance --report_to none).\n"]}],"source":["from transformers import TrainingArguments\n","\n","# Configure the trianing parameters like `num_train_epochs`:\n","# the number of time the model will repeat the training loop over the dataset\n","training_args = TrainingArguments(\n","\n","    output_dir=\"Sentiment-Analysis-Model\",\n","    num_train_epochs=10,\n","    load_best_model_at_end=True,\n","    evaluation_strategy=\"steps\",\n","    save_strategy=\"steps\",\n","    push_to_hub=True\n","    )"]},{"cell_type":"markdown","metadata":{"id":"iK53TOHovkWn"},"source":["#### LOADING PRETRAINED MODEL"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"NDIKxAcfvkWn","executionInfo":{"status":"ok","timestamp":1693828975463,"user_tz":0,"elapsed":639,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"e2708ea4-b1ed-4b4b-a08d-393b2f54e8c6"},"outputs":[{"output_type":"stream","name":"stderr","text":["Some weights of XLNetForSequenceClassification were not initialized from the model checkpoint at xlnet-base-cased and are newly initialized: ['sequence_summary.summary.bias', 'sequence_summary.summary.weight', 'logits_proj.bias', 'logits_proj.weight']\n","You should probably TRAIN this model on a down-stream task to be able to use it for predictions and inference.\n"]}],"source":["# Loading a pretrain model while specifying the number of labels in our dataset for fine-tuning\n","model = AutoModelForSequenceClassification.from_pretrained(\"xlnet-base-cased\", num_labels=3)"]},{"cell_type":"markdown","metadata":{"id":"t6sAGKwyvkWn"},"source":["#### SPLITTING TRAIN SET"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"2O5iPn9LvkWo"},"outputs":[],"source":["train_dataset = dataset['train'].shuffle(seed=10) #.select(range(40000)) # to select a part\n","eval_dataset = dataset['eval'].shuffle(seed=10)\n","\n","## other way to split the train set ... in the range you must use:\n","# # int(num_rows*.8 ) for [0 - 80%] and  int(num_rows*.8 ),num_rows for the 20% ([80 - 100%])\n","# train_dataset = dataset['train'].shuffle(seed=10).select(range(40000))\n","# eval_dataset = dataset['train'].shuffle(seed=10).select(range(40000, 41000))"]},{"cell_type":"markdown","metadata":{"id":"IbMPxkHQvkWo"},"source":["#### EVALUATION METRIC"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"LevxW5kVvkWo"},"outputs":[],"source":["# def compute_metrics(eval_pred):\n","#     logits, labels = eval_pred\n","#     predictions = np.argmax(logits, axis=-1)\n","#     return {\"rmse\": mean_squared_error(labels, predictions, squared=False)}\n","\n","\n","metric = load_metric(\"accuracy\")\n","\n","def compute_metrics(eval_pred):\n","    logits, labels = eval_pred\n","    predictions = np.argmax(logits, axis=-1)\n","    return metric.compute(predictions=predictions, references=labels)\n"]},{"cell_type":"markdown","metadata":{"id":"_rC1mt1lvkWo"},"source":["#### MODEL TRAINING SETUP"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"E7xx_da4vkWo"},"outputs":[],"source":["from transformers import Trainer\n","\n","\n","# Model Training Setup\n","trainer = Trainer(\n","    model=model,\n","    args=training_args,\n","    train_dataset=train_dataset,\n","    eval_dataset=eval_dataset,\n","    tokenizer=tokenizer,\n","    compute_metrics=compute_metrics,\n","\n",")\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":774},"id":"9uEivleEvkWp","executionInfo":{"status":"ok","timestamp":1693830480968,"user_tz":0,"elapsed":1458640,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"580b46f3-c6ce-4b9b-d8ef-d47bf85b5ac2"},"outputs":[{"output_type":"stream","name":"stderr","text":["You're using a XLNetTokenizerFast tokenizer. Please note that with a fast tokenizer, using the `__call__` method is faster than using a method to encode the text followed by a call to the `pad` method to get a padded encoding.\n"]},{"output_type":"display_data","data":{"text/plain":["<IPython.core.display.HTML object>"],"text/html":["\n","    <div>\n","      \n","      <progress value='10000' max='10000' style='width:300px; height:20px; vertical-align: middle;'></progress>\n","      [10000/10000 23:21, Epoch 10/10]\n","    </div>\n","    <table border=\"1\" class=\"dataframe\">\n","  <thead>\n"," <tr style=\"text-align: left;\">\n","      <th>Step</th>\n","      <th>Training Loss</th>\n","      <th>Validation Loss</th>\n","      <th>Rmse</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <td>500</td>\n","      <td>0.930700</td>\n","      <td>0.934216</td>\n","      <td>0.664078</td>\n","    </tr>\n","    <tr>\n","      <td>1000</td>\n","      <td>0.931400</td>\n","      <td>0.919609</td>\n","      <td>0.669328</td>\n","    </tr>\n","    <tr>\n","      <td>1500</td>\n","      <td>0.927800</td>\n","      <td>0.906306</td>\n","      <td>0.669328</td>\n","    </tr>\n","    <tr>\n","      <td>2000</td>\n","      <td>0.932900</td>\n","      <td>0.898924</td>\n","      <td>0.669328</td>\n","    </tr>\n","    <tr>\n","      <td>2500</td>\n","      <td>0.923900</td>\n","      <td>0.899660</td>\n","      <td>0.669328</td>\n","    </tr>\n","    <tr>\n","      <td>3000</td>\n","      <td>0.930500</td>\n","      <td>0.899566</td>\n","      <td>0.668954</td>\n","    </tr>\n","    <tr>\n","      <td>3500</td>\n","      <td>0.936800</td>\n","      <td>0.950964</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>4000</td>\n","      <td>0.969200</td>\n","      <td>0.957655</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>4500</td>\n","      <td>0.957500</td>\n","      <td>0.959508</td>\n","      <td>0.951315</td>\n","    </tr>\n","    <tr>\n","      <td>5000</td>\n","      <td>0.966700</td>\n","      <td>0.953408</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>5500</td>\n","      <td>0.957700</td>\n","      <td>0.950099</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>6000</td>\n","      <td>0.964500</td>\n","      <td>0.960215</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>6500</td>\n","      <td>0.965700</td>\n","      <td>0.957513</td>\n","      <td>0.951315</td>\n","    </tr>\n","    <tr>\n","      <td>7000</td>\n","      <td>0.955800</td>\n","      <td>0.950950</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>7500</td>\n","      <td>0.955400</td>\n","      <td>0.954509</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>8000</td>\n","      <td>0.960700</td>\n","      <td>0.950161</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>8500</td>\n","      <td>0.958400</td>\n","      <td>0.950308</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>9000</td>\n","      <td>0.956500</td>\n","      <td>0.951676</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>9500</td>\n","      <td>0.951400</td>\n","      <td>0.952230</td>\n","      <td>0.713442</td>\n","    </tr>\n","    <tr>\n","      <td>10000</td>\n","      <td>0.959200</td>\n","      <td>0.951124</td>\n","      <td>0.713442</td>\n","    </tr>\n","  </tbody>\n","</table><p>"]},"metadata":{}},{"output_type":"execute_result","data":{"text/plain":["TrainOutput(global_step=10000, training_loss=0.949643930053711, metrics={'train_runtime': 1404.8233, 'train_samples_per_second': 56.94, 'train_steps_per_second': 7.118, 'total_flos': 1153175444687430.0, 'train_loss': 0.949643930053711, 'epoch': 10.0})"]},"metadata":{},"execution_count":90}],"source":["# Launch the learning process: training\n","trainer.train()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":104,"referenced_widgets":["34f2309b9e714b84b6f162e15594f44b","de5bcad0e86842b8b8bdc018a4fbb499","ca3c80f1c7c04bf18b5a356a7f4887f5","e792b7b27fb9435889e9088867671e04","a535fe5627b2442b9dcee16cda8cfab0","1620b02b1278415ea8a61c127f7bb1c2","551122d523534fe0ad6af76a0b4edbd7","fcbf73b36a434d26816f990a79ac6244","62b4ef6ebf29457d97382bdb986795f0","56b2575c18cd4cabb50e4694727d3efe","4e27b774d91e4528bc1e6cfa9319d0d6"]},"id":"WFIJifl8vkWp","executionInfo":{"status":"ok","timestamp":1693830482568,"user_tz":0,"elapsed":1608,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"9e196671-a8b7-423a-dd86-b0f3e422b2f2"},"outputs":[{"output_type":"stream","name":"stderr","text":["<ipython-input-91-c203b637589b>:1: FutureWarning: load_metric is deprecated and will be removed in the next major version of datasets. Use 'evaluate.load' instead, from the new library 🤗 Evaluate: https://huggingface.co/docs/evaluate\n","  metric = load_metric(\"accuracy\")\n"]},{"output_type":"display_data","data":{"text/plain":["Downloading builder script:   0%|          | 0.00/1.65k [00:00<?, ?B/s]"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"34f2309b9e714b84b6f162e15594f44b"}},"metadata":{}}],"source":["\n","metric = load_metric(\"accuracy\")\n","\n","def compute_metrics(eval_pred):\n","    logits, labels = eval_pred\n","    predictions = np.argmax(logits, axis=-1)\n","    return metric.compute(predictions=predictions, references=labels)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":141},"id":"K-PmokkevkWp","executionInfo":{"status":"ok","timestamp":1693830487230,"user_tz":0,"elapsed":4669,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"5e8bd73c-2d74-4d10-b698-da405f79fc10"},"outputs":[{"output_type":"display_data","data":{"text/plain":["<IPython.core.display.HTML object>"],"text/html":["\n","    <div>\n","      \n","      <progress value='250' max='250' style='width:300px; height:20px; vertical-align: middle;'></progress>\n","      [250/250 00:04]\n","    </div>\n","    "]},"metadata":{}},{"output_type":"execute_result","data":{"text/plain":["{'eval_loss': 0.8989235758781433,\n"," 'eval_rmse': 0.6693280212272604,\n"," 'eval_runtime': 4.8419,\n"," 'eval_samples_per_second': 413.059,\n"," 'eval_steps_per_second': 51.632,\n"," 'epoch': 10.0}"]},"metadata":{},"execution_count":92}],"source":["# Launch the final evaluation\n","trainer.evaluate()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":36},"id":"AB4d6zyEvkWq","executionInfo":{"status":"ok","timestamp":1693830495368,"user_tz":0,"elapsed":8144,"user":{"displayName":"Michael Dzifa Kumassah","userId":"10952293488118390561"}},"outputId":"86ef8ae8-d4ff-4be6-f90a-76e18435fe5c"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["'https://huggingface.co/QuophyDzifa/Sentiment-Analysis-Model/tree/main/'"],"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"}},"metadata":{},"execution_count":93}],"source":["trainer.push_to_hub()"]},{"cell_type":"markdown","metadata":{"id":"_Lfpa0IXvkWq"},"source":["Some checkpoints of the model are automatically saved locally in `test_trainer/` during the training."]},{"cell_type":"markdown","metadata":{"id":"nh467hRXvkWq"},"source":["You may also upload the model on the Hugging Face Platform... [Read more](https://huggingface.co/docs/hub/models-uploading)"]},{"cell_type":"markdown","metadata":{"id":"v8MQuGKtvkWq"},"source":["This notebook is inspired by an article: [Fine-Tuning Bert for Tweets Classification ft. Hugging Face](https://medium.com/mlearning-ai/fine-tuning-bert-for-tweets-classification-ft-hugging-face-8afebadd5dbf)"]},{"cell_type":"markdown","metadata":{"id":"I5RyddIQvkWq"},"source":["Do not hesitaite to read more and to ask questions, the Learning is a lifelong activity."]}],"metadata":{"kernelspec":{"display_name":"Python 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<img\nsrc=https://huggingface.co/front/assets/huggingface_logo-noborder.svg\nalt='Hugging Face'> <br> Copy a token from <a\nhref=\"https://huggingface.co/settings/tokens\" target=\"_blank\">your Hugging Face\ntokens page</a> and paste it below. <br> Immediately click login after copying\nyour token or it might be stored in plain text in this notebook file. 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token as git 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