{"metadata":{"colab":{"provenance":[],"gpuType":"T4"},"kernelspec":{"name":"python3","display_name":"Python 3","language":"python"},"accelerator":"GPU","language_info":{"name":"python","version":"3.10.13","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"},"kaggle":{"accelerator":"none","dataSources":[{"sourceId":10737,"databundleVersionId":290346,"sourceType":"competition"},{"sourceId":7722873,"sourceType":"datasetVersion","datasetId":4511453},{"sourceId":7724047,"sourceType":"datasetVersion","datasetId":4512304},{"sourceId":2644,"sourceType":"modelInstanceVersion","isSourceIdPinned":true,"modelInstanceId":1910}],"dockerImageVersionId":30664,"isInternetEnabled":true,"language":"python","sourceType":"notebook","isGpuEnabled":false}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"<h2 align=center> <b><u> Fine-Tuned BERT for Quora Insincere Questions Classification </u></b>\n</h2>","metadata":{"id":"zGCJYkQj_Uu2"}},{"cell_type":"markdown","source":"### (1) This notebook is based on Coursera Project \"Fine Tune BERT for Text Classification with TensorFlow\" Tutorial. Link to the Tutorial: https://www.coursera.org/projects/fine-tune-bert-tensorflow","metadata":{"id":"fhJY1a5DXCh3"}},{"cell_type":"markdown","source":"### (2) The pretrained BERT model used in this project is [available on Kaggle](https://tfhub.dev/tensorflow/bert_en_uncased_L-12_H-768_A-12/2).","metadata":{"id":"5yQG5PCO_WFx"}},{"cell_type":"markdown","source":"### (3) The notebook has been trained in the Colab environment because I faced dependency issues on Kaggle which I could not fix. Link to Colab notebook: https://colab.research.google.com/drive/19XwqXJxiGWyR97Q5BDXmqdeVByXZnSi2?usp=sharing\n### After training the BERT model on Colab, I have used the fine-tuned BERT model to generate the predictions on Test data within the same Colab environment only. The generated predictions have been attached as an input file.\n\n___","metadata":{"id":"2NNVfqrND4xN"}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":"## <center> PART A: Code for BERT Model Training on Colab Tesla T4 GPU Runtime </center>","metadata":{"id":"RE7zcg5DD4xO"}},{"cell_type":"markdown","source":"<div align=\"center\">\n    <img width=\"512px\" src='attachment:15f99f75-fff3-43c6-9515-2ca208990e19.png' />\n    <p style=\"text-align: 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"}}},{"cell_type":"markdown","source":"### 1. Check GPU Availability","metadata":{"id":"mpe6GhLuBJWB"}},{"cell_type":"code","source":"!nvidia-smi","metadata":{"id":"8V9c8vzSL3aj","outputId":"cc54afaa-d2fa-429f-8228-863c8423d1b6"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 2. Install TensorFlow and TensorFlow Model Garden","metadata":{"id":"Obch3rAuBVf0"}},{"cell_type":"code","source":"import tensorflow as tf\nprint(tf.version.VERSION)","metadata":{"id":"bUQEY3dFB0jX","outputId":"d773c273-b017-4f07-94b6-3eb040d4c9c5","execution":{"iopub.status.busy":"2024-02-28T18:19:32.562290Z","iopub.execute_input":"2024-02-28T18:19:32.562750Z","iopub.status.idle":"2024-02-28T18:19:49.958844Z","shell.execute_reply.started":"2024-02-28T18:19:32.562703Z","shell.execute_reply":"2024-02-28T18:19:49.957521Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#!pip install -q tensorflow==2.3.0","metadata":{"id":"aU3YLZ1TYKUt"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"!git clone --depth 1 -b v2.3.0 https://github.com/tensorflow/models.git","metadata":{"id":"AFRTC-zwUy6D","outputId":"342a49ab-9615-4d07-8571-b3a631b11f67"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# install requirements to use tensorflow/models repository\n!pip install -Uqr models/official/requirements.txt\n# We may have to restart the runtime afterwards","metadata":{"id":"3H2G0571zLLs","outputId":"266e0c1a-3d63-4be9-a7a8-9f06b3461055"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 3. Download and Import the Quora Insincere Questions Dataset","metadata":{"id":"IMsEoT3Fg4Wg"}},{"cell_type":"code","source":"import numpy as np\nimport tensorflow as tf\nimport tensorflow_hub as hub\nimport sys\nsys.path.append('models')\nfrom official.nlp.data import classifier_data_lib\nfrom official.nlp.bert import tokenization\nfrom official.nlp import optimization","metadata":{"id":"GmqEylyFYTdP","outputId":"8e9f0646-e8d5-4279-9da5-2e66298f6762"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(\"TF Version: \", tf.__version__)\nprint(\"Eager mode: \", tf.executing_eagerly())\nprint(\"Hub version: \", hub.__version__)\nprint(\"GPU is\", \"available\" if tf.config.experimental.list_physical_devices(\"GPU\") else \"NOT AVAILABLE\")","metadata":{"id":"ZuX1lB8pPJ-W","outputId":"9d0eb66e-32c2-480f-ac6d-8f97b92838e3"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"A downloadable copy of the [Quora Insincere Questions Classification data](https://www.kaggle.com/c/quora-insincere-questions-classification/data) can be found [https://archive.org/download/fine-tune-bert-tensorflow-train.csv/train.csv.zip](https://archive.org/download/fine-tune-bert-tensorflow-train.csv/train.csv.zip). Decompress and read the data into a pandas DataFrame.","metadata":{"id":"QtbwpWgyEZg7"}},{"cell_type":"code","source":"import numpy as np\nimport pandas as pd\nfrom sklearn.model_selection import train_test_split\n\ndf = pd.read_csv(\"https://archive.org/download/fine-tune-bert-tensorflow-train.csv/train.csv.zip\",\n                 compression = 'zip', low_memory = False)\ndf.shape","metadata":{"id":"0nI-9itVwCCQ","outputId":"fec5f1a4-561e-4302-ae08-aa1e1411165b"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df.tail(20)","metadata":{"id":"yeHE98KiMvDd","outputId":"ffbfa52a-b91b-4e05-b223-ec88c8156c0c"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df.target.plot(kind='hist', title = 'Target Distribution');","metadata":{"id":"leRFRWJMocVa","outputId":"531296b7-0bc2-418d-ac01-461af40e8510"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 4. Create tf.data.Datasets for Training and Evaluation","metadata":{"id":"ELjswHcFHfp3"}},{"cell_type":"code","source":"train_df, remaining = train_test_split(df, random_state = 42, train_size = 0.0075, stratify = df.target.values)  #using only 0.75% of the original data\nvalid_df, _ = train_test_split(remaining, random_state = 42, train_size = 0.00075, stratify = remaining.target.values)\ntrain_df.shape, valid_df.shape","metadata":{"id":"fScULIGPwuWk","outputId":"f3f0dc5f-c7a9-4901-b3fe-dcff630b0eaa"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"with tf.device('/cpu:0'):\n  train_data = tf.data.Dataset.from_tensor_slices((train_df['question_text'].values, train_df['target'].values))\n  valid_data = tf.data.Dataset.from_tensor_slices((valid_df.question_text.values, valid_df.target.values))\n\nfor text, label in train_data.take(1):\n  print(text)\n  print(label)","metadata":{"id":"qQYMGT5_qLPX","outputId":"f7f64744-d241-48dc-f542-07162dc1630b"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 5. Download a Pre-trained BERT Model from TensorFlow Hub","metadata":{"id":"e2-ReN88Hvy_"}},{"cell_type":"code","source":"\"\"\"\nEach line of the dataset is composed of the review text and its label\n- Data preprocessing consists of transforming text to BERT input features:\ninput_word_ids, input_mask, segment_ids\n- In the process, tokenizing the text is done with the provided BERT model tokenizer\n\"\"\"\n\nlabel_list = [0, 1] # Label categories\nmax_seq_length = 128 # maximum length of (token) input sequences\ntrain_batch_size = 32\n\n\n\n# Get BERT layer and tokenizer:\n# More details here: https://tfhub.dev/tensorflow/bert_en_uncased_L-12_H-768_A-12/2\n\nbert_layer = hub.KerasLayer(\"https://tfhub.dev/tensorflow/bert_en_uncased_L-12_H-768_A-12/2\", trainable = True)\nvocab_file = bert_layer.resolved_object.vocab_file.asset_path.numpy()\ndo_lower_case = bert_layer.resolved_object.do_lower_case.numpy()\ntokenizer = tokenization.FullTokenizer(vocab_file, do_lower_case)","metadata":{"id":"EMb5M86b4-BU"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tokenizer.wordpiece_tokenizer.tokenize('hi, how are you doing?')             # Note the comma(,) is attached to the previous word \"hi\"\n                                                                             # The tokeized form of (,) is hence '##,' where '##' signifies\n                                                                             # it is attached to previous token","metadata":{"id":"wEUezMK-zkkI","outputId":"7d285db9-ba45-4194-b1b2-56da8e3b5206"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Converting tokens to token_ids/ numbers to be fed to the BERT\n\ntokenizer.convert_tokens_to_ids(tokenizer.wordpiece_tokenizer.tokenize('hi, how are you doing?'))","metadata":{"id":"5AFsmTO5JSmc","outputId":"49385d80-6adb-4085-98ca-1c67013c7526"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Note that this is not the whole story. We also have to make sure that each sequence is initiated with the CLS token (which signifies start of sequence and has a token_id 101) and ended with SEP (separator) which means end of sequence and has a token_id 102. Also we have to make sure that all tensors have sequence size equal to the max_sequence_length by using padding.","metadata":{"id":"2OFc9Jm-Y5N8"}},{"cell_type":"markdown","source":"### 6. Tokenize and Preprocess Text for BERT","metadata":{"id":"9QinzNq6OsP1"}},{"cell_type":"markdown","source":"<div align=\"center\">\n    <img width=\"512px\" src='attachment:bbcd2848-e4f7-4f71-aedb-bfd2470f2833.png' />\n    <p style=\"text-align: center;color:gray\"></p>\n</div>","metadata":{"id":"3FTqJ698zZ1e"},"attachments":{"bbcd2848-e4f7-4f71-aedb-bfd2470f2833.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"We'll need to transform our data into a format BERT understands. This involves two steps. First, we create InputExamples using `classifier_data_lib`'s constructor `InputExample` provided in the BERT library.","metadata":{"id":"cWYkggYe6HZc"}},{"cell_type":"markdown","source":"**Token IDs** - This corresponds to the tokenized strings padded with 0s\n                upto the max sequence length and beginning with CLS and ending with SEP. <br><br>\n**Input Mask** - Note that BERT uses Self-Attention Networks to provide\n                 contextualised embeddings corresponding to each token in the token string i.e., for each word in the string BERT looks to the left and right of it in the sentence so as to find contextual meaning of the word in the sentence (say, if there is a \"the\", then look at the noun to which it points). Now, note that we have padded our token strings with 0s upto the max seq length, but we do not want the padding 0s to influence the contextual information to be derived.  The Input Mask is a list of same length as the length of Token Ids (ie the max seq length) where there is a 0 for a padding and 1 for a valid token. The 0s will cancel out the internal multiplications that we perform for capturing the Self Attention for contextual information. <br><br>\n\n**Input Type IDs** - Note that originally BERT was pretrained on two   tasks, Masked Language Modelling (where random words from the sentence would be masked and it would be the task for the BERT to predict what those masked words are) and the other task was Next Sentence Prediction or NSP (Given two sentences, the BERT has to predict which came first and which came after. The first sentence was given the value 0 and the next sentence was given the value 1).<br><br>\n**In Text classification, we are dealing with only 1 sequence at a time, so our input type IDs would just be a vector with all values 0. **\n","metadata":{"id":"shyvv_0JaIzj"}},{"cell_type":"code","source":"# This provides a function to convert row to input features and label\n\ndef to_feature(text, label, label_list=label_list, max_seq_length=max_seq_length, tokenizer=tokenizer):\n  example = classifier_data_lib.InputExample(guid = None,\n                                             text_a = text.numpy(),\n                                             text_b = None, # 1 for NSP and None for text classification\n                                             label = label.numpy())\n  feature = classifier_data_lib.convert_single_example(0, example, label_list, max_seq_length, tokenizer)   # we are converting the 0th example\n  return (feature.input_ids, feature.input_mask, feature.segment_ids, feature.label_id)\n\n  #returning the Token IDs, Input Masks, Input type IDs and Labels","metadata":{"id":"m-21A5aNJM0W"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"You want to use [`Dataset.map`](https://www.tensorflow.org/api_docs/python/tf/data/Dataset#map) to apply this function to each element of the dataset. [`Dataset.map`](https://www.tensorflow.org/api_docs/python/tf/data/Dataset#map) runs in graph mode.\n\n- Graph tensors do not have a value.\n- In graph mode you can only use TensorFlow Ops and functions.\n\nSo you can't `.map` this function directly: You need to wrap it in a [`tf.py_function`](https://www.tensorflow.org/api_docs/python/tf/py_function). The [`tf.py_function`](https://www.tensorflow.org/api_docs/python/tf/py_function) will pass regular tensors (with a value and a `.numpy()` method to access it), to the wrapped python function.","metadata":{"id":"A_HQSsHwWCsK"}},{"cell_type":"markdown","source":"### 7. Wrap a Python Function into a TensorFlow op for Eager Execution","metadata":{"id":"zaNlkKVfWX0Q"}},{"cell_type":"code","source":"def to_feature_map(text, label):\n  input_ids, input_mask, segment_ids, label_id = tf.py_function(to_feature, inp = [text, label],\n                                                                Tout = [tf.int32, tf.int32, tf.int32, tf.int32])  # stands for Tensor output type\n  input_ids.set_shape([max_seq_length])\n  input_mask.set_shape([max_seq_length])\n  segment_ids.set_shape([max_seq_length])\n  label_id.set_shape([])\n\n  x = {\n      'input_word_ids': input_ids,\n      'input_mask': input_mask,\n      'input_type_ids': segment_ids\n  }\n\n  return [x, label_id]","metadata":{"id":"AGACBcfCWC2O"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 8. Create a TensorFlow Input Pipeline with `tf.data`","metadata":{"id":"dhdO6MjTbtn1"}},{"cell_type":"code","source":"with tf.device('/cpu:0'):\n  # train\n  train_data = (train_data.map(to_feature_map,\n                               num_parallel_calls = tf.data.experimental.AUTOTUNE)    # The dataset mapping can be parallelised\n                                                                                       # over the CPU cores available, but we do not know\n                                                                                       #  how many CPU cores are available, so we let Tf find it out!\n\n                .shuffle(1000).batch(32, drop_remainder=True)                          # If there are more samples left afterwards, drop them\n                                                                                       # so that all batches are equal size\n\n                .prefetch(tf.data.experimental.AUTOTUNE))                              # when model is training on nth batch, prefetch\n                                                                                       # next batch of input to save time\n\n  # valid\n  valid_data = (valid_data.map(to_feature_map,\n                               num_parallel_calls = tf.data.experimental.AUTOTUNE)\n                .batch(32, drop_remainder=True)\n                .prefetch(tf.data.experimental.AUTOTUNE))","metadata":{"id":"LHRdiO3dnPNr"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"The resulting `tf.data.Datasets` return `(features, labels)` pairs, as expected by [`keras.Model.fit`](https://www.tensorflow.org/api_docs/python/tf/keras/Model#fit):","metadata":{"id":"KLUWnfx-YDi2"}},{"cell_type":"code","source":"# train data spec\ntrain_data.element_spec","metadata":{"id":"B0Z2cy9GHQ8x","outputId":"b0a414ca-d93d-4e02-918c-97ac3c9f72a4"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# valid data spec\nvalid_data.element_spec","metadata":{"id":"DGAH-ycYOmao","outputId":"9abc2cbb-8670-47e4-e263-fd09805eedfa"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 9. Add a Classification Head to the BERT Layer","metadata":{"id":"GZxe-7yhPyQe"}},{"cell_type":"markdown","source":"<div align=\"center\">\n    <img width=\"512px\" src='attachment:1f461047-05d0-4ade-9d97-4e3ff6270cd5.png' />\n    <p style=\"text-align: center;color:gray\"></p>\n</div>","metadata":{"id":"9THH5V0Dw2HO"},"attachments":{"1f461047-05d0-4ade-9d97-4e3ff6270cd5.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"![image.png](data:image/png;base64,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)","metadata":{"id":"-Dzw4-9mu9xh"}},{"cell_type":"markdown","source":"We only need the pooled_output that represents the whole sentence (using the CLS token that contains the contextual information of the whole sentence) and not the sequence_output.","metadata":{"id":"eED7TDu0vQ2Y"}},{"cell_type":"code","source":"# Building the model\ndef create_model():\n  input_word_ids = tf.keras.layers.Input(shape=(max_seq_length, ), dtype = tf.int32, name = \"input_word_ids\")\n  input_mask = tf.keras.layers.Input(shape=(max_seq_length, ), dtype = tf.int32, name = \"input_mask\")\n  input_type_ids = tf.keras.layers.Input(shape=(max_seq_length, ), dtype = tf.int32, name = \"input_type_ids\")\n\n  pooled_output, sequence_output = bert_layer([input_word_ids, input_mask, input_type_ids])\n\n  # Add dropout layer\n  drop1 = tf.keras.layers.Dropout(0.2)(pooled_output)\n\n  # Add hidden dense layers\n  hidden1 = tf.keras.layers.Dense(128, activation='relu')(drop1)\n  drop2 = tf.keras.layers.Dropout(0.2)(hidden1)\n  hidden2 = tf.keras.layers.Dense(32, activation='relu')(drop2)\n  drop3 = tf.keras.layers.Dropout(0.2)(hidden2)\n\n  # Output layer\n  output_layer = tf.keras.layers.Dense(1, activation='sigmoid', name='output')(drop3)\n\n  model = tf.keras.Model(\n      inputs = {\n          'input_word_ids': input_word_ids,\n          'input_mask': input_mask,\n          'input_type_ids': input_type_ids\n      },\n      outputs = output_layer\n  )\n\n  return model","metadata":{"id":"G9il4gtlADcp"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 10. Fine-Tune BERT for Text Classification","metadata":{"id":"S6maM-vr7YaJ"}},{"cell_type":"code","source":"model = create_model()\nmodel.compile(optimizer=tf.keras.optimizers.Adam(learning_rate=2e-5),\n              loss = tf.keras.losses.BinaryCrossentropy(),\n              metrics = tf.keras.metrics.BinaryAccuracy())\nmodel.summary()","metadata":{"id":"ptCtiiONsBgo","outputId":"5586d260-0153-4659-e47e-a5420023debb"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tf.keras.utils.plot_model(model = model, show_shapes=True, dpi=76)","metadata":{"id":"6GJaFnkbMtPL","outputId":"83dad392-eb4c-481b-fd54-5955c91c1197"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Train model\nepochs = 3\nhistory = model.fit(train_data,\n                    validation_data = valid_data,\n                    epochs=epochs,\n                    verbose=1)","metadata":{"id":"OcREcgPUHr9O","outputId":"c9fa3758-6c20-4158-d22c-18da8aa40dac"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 11. Evaluate the BERT Text Classification Model","metadata":{"id":"kNZl1lx_cA5Y"}},{"cell_type":"code","source":"import matplotlib.pyplot as plt\n\ndef plot_graphs(history, metric):\n  plt.plot(history.history[metric])\n  plt.plot(history.history['val_'+metric], '')\n  plt.xlabel(\"Epochs\")\n  plt.ylabel(metric)\n  plt.legend([metric, 'val_'+metric])\n  plt.show()","metadata":{"id":"dCjgrUYH_IsE"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"plot_graphs(history, 'loss')","metadata":{"id":"v6lrFRra_KmA","outputId":"f419e4a5-f935-4cf1-8eba-2cd30f515410"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"plot_graphs(history, 'binary_accuracy')","metadata":{"id":"opu9neBA_98R","outputId":"e1b12c79-ff53-4f5a-c8b6-92e0b52a5b54"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"sample_example = [\"why are americans racist?\", \"why are indians so black?\", \"have a great day!\"]\ntest_data = tf.data.Dataset.from_tensor_slices((sample_example, [0]*len(sample_example)))   #passing a vector of 0s in place of the target vector\n                                                                                            #the model will anyways not do anything to this vector\ntest_data = (test_data.map(to_feature_map).batch(1))\npreds = model.predict(test_data)\nthreshold = 0.5 #between 0 and 1\n\n\n[\"Insincere\" if pred>=threshold else \"Sincere\" for pred in preds]","metadata":{"id":"hkhtCCgnUbY6","outputId":"e0d850f3-7162-4b20-8411-f21cf02fe08e"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 12. Saving the model","metadata":{"id":"Jflcao5AklJp"}},{"cell_type":"code","source":"# Mount Google Drive\nfrom google.colab import drive\ndrive.mount('/content/drive')\n\n# Save the trained model to Google Drive\nmodel.save('/content/drive/My Drive/bert_model.h5')","metadata":{"id":"OKVckNk2kkjj","outputId":"ae5eb2e4-bab1-4375-f4e0-acd2756c8489"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":"___","metadata":{"id":"k4AkZ4suD4xf"}},{"cell_type":"markdown","source":"## <center> PART B: Trying the Trained BERT Model on Test Dataset provided in the contest</center>","metadata":{"id":"VMcwJqTeD4xf"}},{"cell_type":"markdown","source":"### 1. Loading the Test Data","metadata":{"id":"t1wgRroGD4xf"}},{"cell_type":"code","source":"sample_submission = pd.read_csv(\"/content/sample_submission.csv\")\ntest_df = pd.read_csv(\"/content/test.csv\")\ntest_df.head(5)","metadata":{"id":"ELn3hNHyG-wK","outputId":"fa887206-f0ac-4cba-992b-7e420765a679"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 2. Preparing list of texts to be fed for prediction","metadata":{"id":"rQ72Xg04SCw1"}},{"cell_type":"code","source":"sample_example = []\nfor question in test_df[\"question_text\"]:\n  sample_example.append(question)\nlen(sample_example)","metadata":{"id":"KpXcUQ1-SKsg","outputId":"4c1241bd-a00b-4496-e622-c16439b6d14a"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"sample1 = sample_example[:int(0.25*len(sample_example))]\nsample2 = sample_example[int(0.25*len(sample_example)):int(0.5*len(sample_example))]\nsample3 = sample_example[int(0.5*len(sample_example)):int(0.75*len(sample_example))]\nsample4 = sample_example[int(0.75*len(sample_example)):]","metadata":{"id":"PMwq0sZqxleu"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 3. Preparing predictions","metadata":{"id":"FHjw83-DTCs3"}},{"cell_type":"code","source":"prediction_list = []","metadata":{"id":"jcbHyUxIyUVZ"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"test_data = tf.data.Dataset.from_tensor_slices((sample1, [0]*len(sample1)))   #passing a vector of 0s in place of the target vector\n                                                                                            #the model will anyways not do anything to this vector\ntest_data = (test_data.map(to_feature_map).batch(1))\npreds = model.predict(test_data)\nthreshold = 0.5 #between 0 and 1\n\nfor pred in preds:\n  if pred>=threshold:\n    prediction_list.append(1)\n  else:\n    prediction_list.append(0)                   # Insincere - 1, Sincere - 0","metadata":{"id":"UFKdm0iNR0qu","outputId":"a0737385-43e1-4d09-f6e7-a0248f03128e"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"test_data = tf.data.Dataset.from_tensor_slices((sample2, [0]*len(sample2)))   #passing a vector of 0s in place of the target vector\n                                                                                            #the model will anyways not do anything to this vector\ntest_data = (test_data.map(to_feature_map).batch(1))\npreds = model.predict(test_data)\nthreshold = 0.5 #between 0 and 1\n\nfor pred in preds:\n  if pred>=threshold:\n    prediction_list.append(1)\n  else:\n    prediction_list.append(0)                   # Insincere - 1, Sincere - 0","metadata":{"id":"LlQdW6Keyu0Z","outputId":"6d45d8eb-9369-4f3a-c131-d0697eb69e3d"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"test_data = tf.data.Dataset.from_tensor_slices((sample3, [0]*len(sample3)))   #passing a vector of 0s in place of the target vector\n                                                                                            #the model will anyways not do anything to this vector\ntest_data = (test_data.map(to_feature_map).batch(1))\npreds = model.predict(test_data)\nthreshold = 0.5 #between 0 and 1\n\nfor pred in preds:\n  if pred>=threshold:\n    prediction_list.append(1)\n  else:\n    prediction_list.append(0)                   # Insincere - 1, Sincere - 0","metadata":{"id":"zVHubwJ-y6ab","outputId":"d5876d74-59e3-4ed9-8bb7-4acda43ddd53"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"test_data = tf.data.Dataset.from_tensor_slices((sample4, [0]*len(sample4)))   #passing a vector of 0s in place of the target vector\n                                                                                            #the model will anyways not do anything to this vector\ntest_data = (test_data.map(to_feature_map).batch(1))\npreds = model.predict(test_data)\nthreshold = 0.5 #between 0 and 1\n\nfor pred in preds:\n  if pred>=threshold:\n    prediction_list.append(1)\n  else:\n    prediction_list.append(0)                   # Insincere - 1, Sincere - 0","metadata":{"id":"jnzSUtd1y7Og","outputId":"cf946c32-3c5b-40d5-fef8-30c10aacbb28"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 4. Submission File","metadata":{"id":"rEWbDMrvUKRH"}},{"cell_type":"code","source":"sample_submission.head(5)","metadata":{"id":"Zpgq63euUm9z","outputId":"936b8298-2b7b-48e1-ded1-4622d6ba9e2b"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"sample_submission['prediction'] = prediction_list","metadata":{"id":"nr9McMkGUNuC"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"sample_submission.to_csv('/content/drive/My Drive/Kaggle/Final_Submission.csv', index=False)","metadata":{"id":"7TccmUU5UyjP"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":" ","metadata":{}},{"cell_type":"markdown","source":"___","metadata":{}},{"cell_type":"markdown","source":"## <center> Part C: Copying the generated predictions file to output for submission</center>","metadata":{}},{"cell_type":"code","source":"import pandas as pd\nsubmission = pd.read_csv(\"/kaggle/input/quora-questions-final-submission/Final_Submission.csv\")","metadata":{"execution":{"iopub.status.busy":"2024-02-28T23:58:20.584060Z","iopub.execute_input":"2024-02-28T23:58:20.584641Z","iopub.status.idle":"2024-02-28T23:58:21.463570Z","shell.execute_reply.started":"2024-02-28T23:58:20.584595Z","shell.execute_reply":"2024-02-28T23:58:21.462507Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"submission.to_csv('sample_submission.csv', index=False)","metadata":{"execution":{"iopub.status.busy":"2024-02-29T00:05:15.681762Z","iopub.execute_input":"2024-02-29T00:05:15.682301Z","iopub.status.idle":"2024-02-29T00:05:16.118952Z","shell.execute_reply.started":"2024-02-29T00:05:15.682253Z","shell.execute_reply":"2024-02-29T00:05:16.117875Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#!rm \"/kaggle/working/submission.csv\"","metadata":{"execution":{"iopub.status.busy":"2024-02-29T00:04:19.011268Z","iopub.execute_input":"2024-02-29T00:04:19.011726Z","iopub.status.idle":"2024-02-29T00:04:20.045998Z","shell.execute_reply.started":"2024-02-29T00:04:19.011694Z","shell.execute_reply":"2024-02-29T00:04:20.044293Z"},"trusted":true},"execution_count":null,"outputs":[]}]}