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+https://www.kaggle.com/datasets/arnabchaki/tripadvisor-reviews-2023/data
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+Used Wordclouds and Bar Charts for EDA
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+**PROJECT TITLE**
+TripAdvisor Reviews Classification Using NLP
+
+**GOAL**
+To classify TripAdvisor reviews using NLP
+**DATASET**
+https://www.kaggle.com/datasets/arnabchaki/tripadvisor-reviews-2023/data
+
+**DESCRIPTION**
+The project compares accuracy of Glove embeddings with GRU to that of Logistic Regression with Tfidf Vectorizer.This project involves combining traditional machine learning with deep learning techniques to classify sentiment in TripAdvisor reviews, offering a comprehensive exploration of different methods for text classification.
+
+**WHAT I HAD DONE**
+1. TF-IDF Vectorizer and Logistic Regression:
+a. Data Preparation:
+Dataset: Collect a dataset of TripAdvisor reviews with labeled sentiments .
+Preprocessing: Clean and preprocess the text data, including steps like removing stop words, stemming, and handling special characters.
+b. Feature Extraction:
+TF-IDF Vectorizer: Convert the preprocessed text data into numerical features using TF-IDF (Term Frequency-Inverse Document Frequency) vectorization. This technique assigns weights to words based on their importance in the corpus.
+c. Model Building:
+Logistic Regression: Train a logistic regression classifier using the TF-IDF vectors as input features. Logistic Regression is a commonly used algorithm for binary classification tasks.
+d. Model Evaluation:
+Split Data: Split the dataset into training and testing sets.
+Evaluate Performance: Assess the model's performance using metrics like accuracy, precision, recall, and F1-score on the test set.
+2. Glove Embeddings and GRU:
+a. Data Preparation:
+Embeddings: Use pre-trained Glove embeddings to convert words into dense vectors. Glove embeddings capture semantic relationships between words.
+Padding: Ensure that all sequences of reviews have the same length by padding or truncating them.
+b. Model Architecture:
+GRU Neural Network: Build a neural network using GRU layers for sequential data processing. GRUs are a type of recurrent neural network (RNN) that can capture long-term dependencies in sequential data.
+c. Model Training:
+Transfer Learning: Fine-tune the pre-trained Glove embeddings or use them as fixed weights.
+Training: Train the GRU neural network on the labeled TripAdvisor reviews.
+d. Model Evaluation:
+Validation: Evaluate the performance of the GRU model on a validation set to tune hyperparameters.
+Test Set Evaluation: Assess the final model's performance on a separate test set using appropriate evaluation metrics.
+
+**MODELS USED**
+Logistic Regression, RNN
+
+**LIBRARIES NEEDED**
+Pandas, Numpy, Keras,TensorFlow, ScikitLearn, Seaborn, Matplotlib,NLTK
+
+**VISUALIZATION**
+![EDA -1 ](<../Images/Screenshot (257).png>)
+![EDA -2](<../Images/Screenshot (259).png>)
+
+**ACCURACIES**
+Around 94% for Logistic Regression
+Around 85% for GRU with Glove Embeddings
+
+**CONCLUSION**
+*TF-IDF Vectorization:*
+Use the TF-IDF Vectorizer to convert the preprocessed text data into numerical features.
+TF-IDF assigns weights to words based on their importance in a document relative to the entire corpus.
+This results in a sparse matrix where each row represents a document, and each column represents a unique word with its corresponding TF-IDF weight.
+
+*GloVe Embeddings*
+ GloVe embeddings capture semantic relationships between words based on their co-occurrence statistics in a large corpus. This helps the model to understand the meaning and context of words in a more nuanced way compared to traditional one-hot encoding.
+*GRU*
+GRU, being a type of recurrent neural network (RNN), is effective in capturing sequential dependencies in data. It can understand the relationships between words in a sequence, which is crucial for understanding the meaning of sentences and paragraphs.
+
+**YOUR NAME**
+Aindree Chatterjee
+
diff --git a/Tripadvisor Reviews Classification using NLP/Models/gru-tripadvisor-reviews.ipynb b/Tripadvisor Reviews Classification using NLP/Models/gru-tripadvisor-reviews.ipynb
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+{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"name":"python","version":"3.10.12","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"code","source":"# This Python 3 environment comes with many helpful analytics libraries installed\n# It is defined by the kaggle/python Docker image: https://github.com/kaggle/docker-python\n# For example, here's several helpful packages to load\n\nimport numpy as np # linear algebra\nimport pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n\n# Input data files are available in the read-only \"../input/\" directory\n# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n\nimport os\nfor dirname, _, filenames in os.walk('/kaggle/input'):\n for filename in filenames:\n print(os.path.join(dirname, filename))\n\n# You can write up to 20GB to the current directory (/kaggle/working/) that gets preserved as output when you create a version using \"Save & Run All\" \n# You can also write temporary files to /kaggle/temp/, but they won't be saved outside of the current session","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","execution":{"iopub.status.busy":"2023-12-11T19:11:13.298467Z","iopub.execute_input":"2023-12-11T19:11:13.299224Z","iopub.status.idle":"2023-12-11T19:11:13.681844Z","shell.execute_reply.started":"2023-12-11T19:11:13.299181Z","shell.execute_reply":"2023-12-11T19:11:13.680922Z"},"trusted":true},"execution_count":1,"outputs":[{"name":"stdout","text":"/kaggle/input/glove840b300dtxt/glove.840B.300d.txt\n/kaggle/input/tripadvisor-reviews-2023/New_Delhi_reviews.csv\n","output_type":"stream"}]},{"cell_type":"code","source":"# imported libraries\nimport pandas as pd\nimport numpy as np\nimport seaborn as sns\nimport matplotlib.pyplot as plt\n\nimport os, re, csv, math, codecs\nimport string\nimport nltk \nfrom sklearn import metrics\nfrom tqdm import tqdm\n\nfrom tensorflow.keras import datasets, layers, models, optimizers, activations\nfrom tensorflow.keras.preprocessing.text import Tokenizer\nfrom tensorflow.keras.preprocessing.sequence import pad_sequences\nfrom tensorflow.keras.models import Sequential, Model, load_model, save_model\nfrom tensorflow.keras.layers import Dense, Bidirectional, LSTM, Dropout, BatchNormalization,Input,concatenate,GlobalAveragePooling1D,GlobalMaxPool1D, Activation, GRU,Conv1D\nfrom tensorflow.keras.layers import Embedding\nfrom tensorflow.keras.regularizers import l2\nfrom tensorflow.keras.callbacks import ModelCheckpoint, EarlyStopping, Callback\nfrom tensorflow.keras.utils import to_categorical\nfrom tensorflow.keras.optimizers import RMSprop\n\nfrom sklearn.model_selection import cross_val_score, cross_val_predict\nfrom sklearn.model_selection import StratifiedKFold\nfrom sklearn.model_selection import train_test_split\nfrom sklearn.metrics import mean_squared_error,r2_score\nfrom sklearn.model_selection import KFold\nfrom sklearn.utils import resample\nfrom nltk.corpus import wordnet as wn\nfrom nltk.stem import WordNetLemmatizer\n\n# Performance metric\nfrom sklearn.metrics import f1_score , hamming_loss, recall_score, precision_score, accuracy_score, make_scorer, classification_report\nimport pickle","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:13.683601Z","iopub.execute_input":"2023-12-11T19:11:13.683995Z","iopub.status.idle":"2023-12-11T19:11:27.008365Z","shell.execute_reply.started":"2023-12-11T19:11:13.683967Z","shell.execute_reply":"2023-12-11T19:11:27.007250Z"},"trusted":true},"execution_count":2,"outputs":[{"name":"stderr","text":"/opt/conda/lib/python3.10/site-packages/scipy/__init__.py:146: UserWarning: A NumPy version >=1.16.5 and <1.23.0 is required for this version of SciPy (detected version 1.24.3\n warnings.warn(f\"A NumPy version >={np_minversion} and <{np_maxversion}\"\n","output_type":"stream"}]},{"cell_type":"code","source":"df = pd.read_csv('/kaggle/input/tripadvisor-reviews-2023/New_Delhi_reviews.csv')\ndf = df.drop_duplicates()\ndf = df.reset_index(drop = True)\ndf.head()","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:27.009524Z","iopub.execute_input":"2023-12-11T19:11:27.010095Z","iopub.status.idle":"2023-12-11T19:11:28.738725Z","shell.execute_reply.started":"2023-12-11T19:11:27.010067Z","shell.execute_reply":"2023-12-11T19:11:28.737833Z"},"trusted":true},"execution_count":3,"outputs":[{"execution_count":3,"output_type":"execute_result","data":{"text/plain":" rating_review review_full\n0 5 Totally in love with the Auro of the place, re...\n1 5 I went this bar 8 days regularly with my husba...\n2 5 We were few friends and was a birthday celebra...\n3 5 Fatjar Cafe and Market is the perfect place fo...\n4 5 Hey Guys, if you are craving for pizza and sea...","text/html":"
\n\n
\n \n \n \n rating_review \n review_full \n \n \n \n \n 0 \n 5 \n Totally in love with the Auro of the place, re... \n \n \n 1 \n 5 \n I went this bar 8 days regularly with my husba... \n \n \n 2 \n 5 \n We were few friends and was a birthday celebra... \n \n \n 3 \n 5 \n Fatjar Cafe and Market is the perfect place fo... \n \n \n 4 \n 5 \n Hey Guys, if you are craving for pizza and sea... \n \n \n
\n
"},"metadata":{}}]},{"cell_type":"code","source":"target = df['rating_review'].value_counts()\ntarget.plot(kind = 'bar', title = 'target dataset')","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:28.742758Z","iopub.execute_input":"2023-12-11T19:11:28.743041Z","iopub.status.idle":"2023-12-11T19:11:29.069671Z","shell.execute_reply.started":"2023-12-11T19:11:28.743017Z","shell.execute_reply":"2023-12-11T19:11:29.068696Z"},"trusted":true},"execution_count":4,"outputs":[{"execution_count":4,"output_type":"execute_result","data":{"text/plain":""},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"","image/png":"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"},"metadata":{}}]},{"cell_type":"code","source":"# Resample the classes to match the number of instances in the \"Lowest\" class\ndf_label_lowest = df[df['rating_review'] == 1]\ndf_label_high = df[df['rating_review'] == 2]\ndf_label_highest = df[df['rating_review'] == 3]\ndf_label_medium = df[df['rating_review'] == 4]\ndf_label_low = df[df['rating_review'] == 5]\n\ndf_label_high_resampled = resample(df_label_high,\n replace=True,\n n_samples=df_label_lowest.shape[0],\n random_state=42)\n\ndf_label_highest_resampled = resample(df_label_highest,\n replace=True,\n n_samples=df_label_lowest.shape[0],\n random_state=42)\n\ndf_label_medium_resampled = resample(df_label_medium,\n replace=True,\n n_samples=df_label_lowest.shape[0],\n random_state=42)\n\ndf_label_low_resampled = resample(df_label_low,\n replace=True,\n n_samples=df_label_lowest.shape[0],\n random_state=42)\n\n# Combine the resampled instances of all classes\ndf_balanced = pd.concat([df_label_lowest, df_label_high_resampled, df_label_highest_resampled, df_label_medium_resampled, df_label_low_resampled])\n\n# Shuffle the balanced data\ndf_balanced = df_balanced.sample(frac=1, random_state=42).reset_index(drop=True)\n\n# Check the class distribution\ndf_balanced['rating_review'].value_counts()","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:29.070995Z","iopub.execute_input":"2023-12-11T19:11:29.071312Z","iopub.status.idle":"2023-12-11T19:11:29.110659Z","shell.execute_reply.started":"2023-12-11T19:11:29.071286Z","shell.execute_reply":"2023-12-11T19:11:29.109727Z"},"trusted":true},"execution_count":5,"outputs":[{"execution_count":5,"output_type":"execute_result","data":{"text/plain":"rating_review\n1 4449\n4 4449\n5 4449\n3 4449\n2 4449\nName: count, dtype: int64"},"metadata":{}}]},{"cell_type":"code","source":"def preprocessing(text):\n text = text.lower()\n text = re.sub('\\n', '', text)\n text = re.sub(\"\\W\",\" \",text) \n text = re.sub('https?://\\S+|www\\.\\S+', '', text)\n text = re.sub('<.*?>+', '', text)\n text = re.sub('', '', text)\n text = re.sub('[%s]' % re.escape(string.punctuation), '', text)\n text = re.sub('\\w*\\d\\w*', '', text) \n return text\n\ndf_balanced['review_full'] = df_balanced['review_full'].astype(str).apply(preprocessing)","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:29.111787Z","iopub.execute_input":"2023-12-11T19:11:29.112085Z","iopub.status.idle":"2023-12-11T19:11:34.884078Z","shell.execute_reply.started":"2023-12-11T19:11:29.112047Z","shell.execute_reply":"2023-12-11T19:11:34.883148Z"},"trusted":true},"execution_count":6,"outputs":[]},{"cell_type":"code","source":"def rem_numbers(data):\n return re.sub('[0-9]+','',data)\n\ndf_balanced['review_full'] = df_balanced['review_full'].astype(str).apply(rem_numbers)","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:34.885138Z","iopub.execute_input":"2023-12-11T19:11:34.885441Z","iopub.status.idle":"2023-12-11T19:11:35.302258Z","shell.execute_reply.started":"2023-12-11T19:11:34.885416Z","shell.execute_reply":"2023-12-11T19:11:35.301186Z"},"trusted":true},"execution_count":7,"outputs":[]},{"cell_type":"code","source":"text = df_balanced['review_full'].values\nlabel = df_balanced['rating_review'].values\nlabel = label - 1\n","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:35.303832Z","iopub.execute_input":"2023-12-11T19:11:35.304196Z","iopub.status.idle":"2023-12-11T19:11:35.309258Z","shell.execute_reply.started":"2023-12-11T19:11:35.304147Z","shell.execute_reply":"2023-12-11T19:11:35.308063Z"},"trusted":true},"execution_count":8,"outputs":[]},{"cell_type":"code","source":"tokenizer = Tokenizer()\ntokenizer.fit_on_texts(text)\nX = tokenizer.texts_to_sequences(text)\nX = pad_sequences(X, padding = 'post', maxlen = 500)\ny = to_categorical(label, num_classes = 5)\n","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:35.310505Z","iopub.execute_input":"2023-12-11T19:11:35.310796Z","iopub.status.idle":"2023-12-11T19:11:38.490542Z","shell.execute_reply.started":"2023-12-11T19:11:35.310772Z","shell.execute_reply":"2023-12-11T19:11:38.489518Z"},"trusted":true},"execution_count":9,"outputs":[]},{"cell_type":"code","source":"Xtrain, Xtest, ytrain, ytest = train_test_split(X, y, test_size = 0.2)\nXval, Xtest, yval, ytest = train_test_split(Xtest, ytest, test_size=0.4)\n\nprint(Xtrain.shape, ytrain.shape)\nprint(Xtest.shape, ytest.shape)\nprint(Xval.shape, yval.shape)","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:38.494212Z","iopub.execute_input":"2023-12-11T19:11:38.494497Z","iopub.status.idle":"2023-12-11T19:11:38.526231Z","shell.execute_reply.started":"2023-12-11T19:11:38.494472Z","shell.execute_reply":"2023-12-11T19:11:38.525211Z"},"trusted":true},"execution_count":10,"outputs":[{"name":"stdout","text":"(17796, 500) (17796, 5)\n(1780, 500) (1780, 5)\n(2669, 500) (2669, 5)\n","output_type":"stream"}]},{"cell_type":"code","source":"embeddings_index = {}\nf = codecs.open('/kaggle/input/glove840b300dtxt/glove.840B.300d.txt', encoding='utf-8')","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:38.527365Z","iopub.execute_input":"2023-12-11T19:11:38.527702Z","iopub.status.idle":"2023-12-11T19:11:38.533961Z","shell.execute_reply.started":"2023-12-11T19:11:38.527675Z","shell.execute_reply":"2023-12-11T19:11:38.533147Z"},"trusted":true},"execution_count":11,"outputs":[]},{"cell_type":"code","source":"for line in tqdm(f):\n values = line.rstrip().rsplit(' ')\n word = values[0]\n coefs = np.asarray(values[1:], dtype='float32')\n embeddings_index[word] = coefs\nf.close()","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:11:38.535039Z","iopub.execute_input":"2023-12-11T19:11:38.535345Z","iopub.status.idle":"2023-12-11T19:17:08.852481Z","shell.execute_reply.started":"2023-12-11T19:11:38.535320Z","shell.execute_reply":"2023-12-11T19:17:08.851585Z"},"trusted":true},"execution_count":12,"outputs":[{"name":"stderr","text":"2196019it [05:30, 6648.43it/s]\n","output_type":"stream"}]},{"cell_type":"code","source":"vocab_size = len(tokenizer.word_index) + 1\nembedding_matrix = np.zeros((vocab_size, 300))","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:17:08.853896Z","iopub.execute_input":"2023-12-11T19:17:08.854304Z","iopub.status.idle":"2023-12-11T19:17:08.859379Z","shell.execute_reply.started":"2023-12-11T19:17:08.854268Z","shell.execute_reply":"2023-12-11T19:17:08.858489Z"},"trusted":true},"execution_count":13,"outputs":[]},{"cell_type":"code","source":"vocab_size = len(tokenizer.word_index) + 1\nfor word, i in tokenizer.word_index.items():\n embedding_vector = embeddings_index.get(word)\n if embedding_vector is not None:\n embedding_matrix[i] = embedding_vector\n \nembedding_matrix.shape","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:17:08.860498Z","iopub.execute_input":"2023-12-11T19:17:08.860779Z","iopub.status.idle":"2023-12-11T19:17:08.984253Z","shell.execute_reply.started":"2023-12-11T19:17:08.860754Z","shell.execute_reply":"2023-12-11T19:17:08.983386Z"},"trusted":true},"execution_count":14,"outputs":[{"execution_count":14,"output_type":"execute_result","data":{"text/plain":"(31752, 300)"},"metadata":{}}]},{"cell_type":"code","source":"model = Sequential()\nmodel.add(Embedding(input_dim = vocab_size, output_dim = 300, weights = [embedding_matrix], input_length = 500))\nmodel.add(GRU(300, return_sequences = True))\nmodel.add(GlobalMaxPool1D())\nmodel.add(Dense(128, activation='relu'))\nmodel.add(Dropout(0.5))\nmodel.add(Dense(5, activation='sigmoid'))\n\n\nopt = RMSprop(learning_rate=0.001)\nmodel.compile(optimizer=opt, loss='categorical_crossentropy', metrics=['accuracy'])\nmodel.summary()","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:17:08.985247Z","iopub.execute_input":"2023-12-11T19:17:08.985505Z","iopub.status.idle":"2023-12-11T19:17:12.521111Z","shell.execute_reply.started":"2023-12-11T19:17:08.985482Z","shell.execute_reply":"2023-12-11T19:17:12.518921Z"},"trusted":true},"execution_count":15,"outputs":[{"name":"stdout","text":"Model: \"sequential\"\n_________________________________________________________________\n Layer (type) Output Shape Param # \n=================================================================\n embedding (Embedding) (None, 500, 300) 9525600 \n \n gru (GRU) (None, 500, 300) 541800 \n \n global_max_pooling1d (Glob (None, 300) 0 \n alMaxPooling1D) \n \n dense (Dense) (None, 128) 38528 \n \n dropout (Dropout) (None, 128) 0 \n \n dense_1 (Dense) (None, 5) 645 \n \n=================================================================\nTotal params: 10106573 (38.55 MB)\nTrainable params: 10106573 (38.55 MB)\nNon-trainable params: 0 (0.00 Byte)\n_________________________________________________________________\n","output_type":"stream"}]},{"cell_type":"code","source":"# creating checkpoint\ncheckpoint = ModelCheckpoint(\n 'predictreview-GRU+Glove-v1.h5',\n monitor='val_loss',\n save_best_only=True\n)\n\nearly_stop = EarlyStopping(monitor = 'val_accuracy', patience = 5)","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:17:12.522241Z","iopub.execute_input":"2023-12-11T19:17:12.522523Z","iopub.status.idle":"2023-12-11T19:17:12.528297Z","shell.execute_reply.started":"2023-12-11T19:17:12.522497Z","shell.execute_reply":"2023-12-11T19:17:12.527391Z"},"trusted":true},"execution_count":16,"outputs":[]},{"cell_type":"code","source":"class CustomCallback(Callback):\n def on_epoch_end(self, epoch, logs=None):\n if logs.get('accuracy') > 0.80 and logs.get('val_accuracy') > 0.80:\n self.model.stop_training = True\n print(\"\\nThe accuracy of the training set and validation set has reached > 0.80!\")\n else:\n print(f\"\\nCurrent accuracy - Training: {logs.get('accuracy')}, Validation: {logs.get('val_accuracy')}\")\n\n# Create an instance of the custom callback\ncustom_callback = CustomCallback()","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:17:12.529938Z","iopub.execute_input":"2023-12-11T19:17:12.530247Z","iopub.status.idle":"2023-12-11T19:17:12.540129Z","shell.execute_reply.started":"2023-12-11T19:17:12.530221Z","shell.execute_reply":"2023-12-11T19:17:12.539218Z"},"trusted":true},"execution_count":17,"outputs":[]},{"cell_type":"code","source":"# Training model\nhistory = model.fit(Xtrain, ytrain,\n batch_size = 64, epochs = 10,\n validation_data = (Xval, yval), \n verbose = 1,\n callbacks=[checkpoint, early_stop, custom_callback])","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:17:12.541513Z","iopub.execute_input":"2023-12-11T19:17:12.542144Z","iopub.status.idle":"2023-12-11T19:21:25.437048Z","shell.execute_reply.started":"2023-12-11T19:17:12.542106Z","shell.execute_reply":"2023-12-11T19:21:25.436223Z"},"trusted":true},"execution_count":18,"outputs":[{"name":"stdout","text":"Epoch 1/10\n279/279 [==============================] - ETA: 0s - loss: 1.2110 - accuracy: 0.4499\nCurrent accuracy - Training: 0.4499325752258301, Validation: 0.457849383354187\n279/279 [==============================] - 52s 165ms/step - loss: 1.2110 - accuracy: 0.4499 - val_loss: 1.2220 - val_accuracy: 0.4578\nEpoch 2/10\n","output_type":"stream"},{"name":"stderr","text":"/opt/conda/lib/python3.10/site-packages/keras/src/engine/training.py:3000: UserWarning: You are saving your model as an HDF5 file via `model.save()`. This file format is considered legacy. We recommend using instead the native Keras format, e.g. `model.save('my_model.keras')`.\n saving_api.save_model(\n","output_type":"stream"},{"name":"stdout","text":"279/279 [==============================] - ETA: 0s - loss: 1.0017 - accuracy: 0.5505\nCurrent accuracy - Training: 0.5505169630050659, Validation: 0.5271637439727783\n279/279 [==============================] - 32s 116ms/step - loss: 1.0017 - accuracy: 0.5505 - val_loss: 1.0385 - val_accuracy: 0.5272\nEpoch 3/10\n279/279 [==============================] - ETA: 0s - loss: 0.9207 - accuracy: 0.5946\nCurrent accuracy - Training: 0.5946280360221863, Validation: 0.532409131526947\n279/279 [==============================] - 27s 98ms/step - loss: 0.9207 - accuracy: 0.5946 - val_loss: 1.0207 - val_accuracy: 0.5324\nEpoch 4/10\n279/279 [==============================] - ETA: 0s - loss: 0.8629 - accuracy: 0.6282\nCurrent accuracy - Training: 0.6281748414039612, Validation: 0.5642562508583069\n279/279 [==============================] - 23s 82ms/step - loss: 0.8629 - accuracy: 0.6282 - val_loss: 1.0049 - val_accuracy: 0.5643\nEpoch 5/10\n279/279 [==============================] - ETA: 0s - loss: 0.7954 - accuracy: 0.6641\nCurrent accuracy - Training: 0.6640818119049072, Validation: 0.4394904375076294\n279/279 [==============================] - 22s 80ms/step - loss: 0.7954 - accuracy: 0.6641 - val_loss: 1.3883 - val_accuracy: 0.4395\nEpoch 6/10\n279/279 [==============================] - ETA: 0s - loss: 0.7246 - accuracy: 0.7011\nCurrent accuracy - Training: 0.7011126279830933, Validation: 0.5447733402252197\n279/279 [==============================] - 20s 73ms/step - loss: 0.7246 - accuracy: 0.7011 - val_loss: 1.1438 - val_accuracy: 0.5448\nEpoch 7/10\n279/279 [==============================] - ETA: 0s - loss: 0.6427 - accuracy: 0.7372\nCurrent accuracy - Training: 0.7371881604194641, Validation: 0.6212064623832703\n279/279 [==============================] - 20s 71ms/step - loss: 0.6427 - accuracy: 0.7372 - val_loss: 0.9504 - val_accuracy: 0.6212\nEpoch 8/10\n279/279 [==============================] - ETA: 0s - loss: 0.5648 - accuracy: 0.7717\nCurrent accuracy - Training: 0.7716902494430542, Validation: 0.6024728417396545\n279/279 [==============================] - 19s 69ms/step - loss: 0.5648 - accuracy: 0.7717 - val_loss: 1.1544 - val_accuracy: 0.6025\nEpoch 9/10\n279/279 [==============================] - ETA: 0s - loss: 0.4715 - accuracy: 0.8139\nCurrent accuracy - Training: 0.8139469623565674, Validation: 0.5788685083389282\n279/279 [==============================] - 18s 65ms/step - loss: 0.4715 - accuracy: 0.8139 - val_loss: 1.2350 - val_accuracy: 0.5789\nEpoch 10/10\n279/279 [==============================] - ETA: 0s - loss: 0.3928 - accuracy: 0.8499\nCurrent accuracy - Training: 0.8498538732528687, Validation: 0.6313226222991943\n279/279 [==============================] - 19s 67ms/step - loss: 0.3928 - accuracy: 0.8499 - val_loss: 1.0963 - val_accuracy: 0.6313\n","output_type":"stream"}]},{"cell_type":"code","source":"loaded_model = load_model('predictreview-GRU+Glove-v1.h5')","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:29:41.888637Z","iopub.execute_input":"2023-12-11T19:29:41.889433Z","iopub.status.idle":"2023-12-11T19:29:42.598383Z","shell.execute_reply.started":"2023-12-11T19:29:41.889383Z","shell.execute_reply":"2023-12-11T19:29:42.597344Z"},"trusted":true},"execution_count":19,"outputs":[]},{"cell_type":"code","source":"y_pred = loaded_model.predict(Xtest)\npred_class = np.where(y_pred > 0.5, 1, 0)\nprint(classification_report(ytest, pred_class))","metadata":{"execution":{"iopub.status.busy":"2023-12-11T19:32:18.101483Z","iopub.execute_input":"2023-12-11T19:32:18.102245Z","iopub.status.idle":"2023-12-11T19:32:19.023567Z","shell.execute_reply.started":"2023-12-11T19:32:18.102211Z","shell.execute_reply":"2023-12-11T19:32:19.022623Z"},"trusted":true},"execution_count":21,"outputs":[{"name":"stdout","text":"56/56 [==============================] - 1s 15ms/step\n precision recall f1-score support\n\n 0 0.54 0.88 0.67 385\n 1 0.40 0.80 0.54 323\n 2 0.43 0.74 0.54 357\n 3 0.41 0.84 0.55 369\n 4 0.58 0.85 0.69 346\n\n micro avg 0.46 0.82 0.59 1780\n macro avg 0.47 0.82 0.60 1780\nweighted avg 0.47 0.82 0.60 1780\n samples avg 0.47 0.82 0.58 1780\n\n","output_type":"stream"},{"name":"stderr","text":"/opt/conda/lib/python3.10/site-packages/sklearn/metrics/_classification.py:1344: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in samples with no predicted labels. Use `zero_division` parameter to control this behavior.\n _warn_prf(average, modifier, msg_start, len(result))\n","output_type":"stream"}]},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]}]}
\ No newline at end of file
diff --git a/Tripadvisor Reviews Classification using NLP/Models/sentiment-analysis-eda.ipynb b/Tripadvisor Reviews Classification using NLP/Models/sentiment-analysis-eda.ipynb
new file mode 100644
index 000000000..ca2092dfe
--- /dev/null
+++ b/Tripadvisor Reviews Classification using NLP/Models/sentiment-analysis-eda.ipynb
@@ -0,0 +1 @@
+{"cells":[{"cell_type":"code","execution_count":17,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:37.939633Z","iopub.status.busy":"2023-12-13T11:21:37.939195Z","iopub.status.idle":"2023-12-13T11:21:37.950148Z","shell.execute_reply":"2023-12-13T11:21:37.948995Z","shell.execute_reply.started":"2023-12-13T11:21:37.939601Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["[nltk_data] Downloading package vader_lexicon to\n","[nltk_data] /usr/share/nltk_data...\n","[nltk_data] Package vader_lexicon is already up-to-date!\n"]}],"source":["# Libraries Using\n","import pandas as pd\n","import numpy as np\n","\n","import nltk\n","nltk.download('vader_lexicon')\n","from nltk.sentiment.vader import SentimentIntensityAnalyzer\n","\n","from sklearn.linear_model import LogisticRegression\n","from sklearn.metrics import accuracy_score\n","\n","import seaborn as sns\n","import matplotlib.pyplot as plt\n","%matplotlib inline"]},{"cell_type":"code","execution_count":18,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:37.953897Z","iopub.status.busy":"2023-12-13T11:21:37.953055Z","iopub.status.idle":"2023-12-13T11:21:39.161561Z","shell.execute_reply":"2023-12-13T11:21:39.160232Z","shell.execute_reply.started":"2023-12-13T11:21:37.953850Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["\n","RangeIndex: 147581 entries, 0 to 147580\n","Data columns (total 2 columns):\n"," # Column Non-Null Count Dtype \n","--- ------ -------------- ----- \n"," 0 rating_review 147581 non-null int64 \n"," 1 review_full 147579 non-null object\n","dtypes: int64(1), object(1)\n","memory usage: 2.3+ MB\n"]}],"source":["# Importing and Exploring the Dataset\n","data = pd.read_csv('/kaggle/input/tripadvisor-reviews-2023/New_Delhi_reviews.csv')\n","data.info()"]},{"cell_type":"code","execution_count":19,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:39.164126Z","iopub.status.busy":"2023-12-13T11:21:39.163719Z","iopub.status.idle":"2023-12-13T11:21:39.235381Z","shell.execute_reply":"2023-12-13T11:21:39.234029Z","shell.execute_reply.started":"2023-12-13T11:21:39.164093Z"},"trusted":true},"outputs":[{"data":{"text/plain":["rating_review 0\n","review_full 2\n","dtype: int64"]},"execution_count":19,"metadata":{},"output_type":"execute_result"}],"source":["# Checking for NULL values\n","data.isnull().sum()"]},{"cell_type":"code","execution_count":20,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:39.237583Z","iopub.status.busy":"2023-12-13T11:21:39.237216Z","iopub.status.idle":"2023-12-13T11:21:39.628685Z","shell.execute_reply":"2023-12-13T11:21:39.627521Z","shell.execute_reply.started":"2023-12-13T11:21:39.237554Z"},"trusted":true},"outputs":[],"source":["data.dropna(inplace = True)\n","data.isnull().sum()\n","data.drop_duplicates(inplace = True)"]},{"cell_type":"code","execution_count":21,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:39.632922Z","iopub.status.busy":"2023-12-13T11:21:39.632422Z","iopub.status.idle":"2023-12-13T11:21:39.905980Z","shell.execute_reply":"2023-12-13T11:21:39.904950Z","shell.execute_reply.started":"2023-12-13T11:21:39.632880Z"},"trusted":true},"outputs":[{"data":{"text/plain":["0 totally in love with the auro of the place, re...\n","1 i went this bar 8 days regularly with my husba...\n","2 we were few friends and was a birthday celebra...\n","3 fatjar cafe and market is the perfect place fo...\n","4 hey guys, if you are craving for pizza and sea...\n"," ... \n","147576 near by airport very calm and cool environment...\n","147577 my favourite place to stay. great service. ash...\n","147578 good food with nice decoration, drinks list al...\n","147579 near to airport .it is fine property. staff i...\n","147580 amazing food .. excellent ambience .. great ...\n","Name: review_full, Length: 147442, dtype: object"]},"execution_count":21,"metadata":{},"output_type":"execute_result"}],"source":["\n","data['review_full'] = data['review_full'].str.lower()\n","data['review_full']"]},{"cell_type":"code","execution_count":22,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:39.908732Z","iopub.status.busy":"2023-12-13T11:21:39.907579Z","iopub.status.idle":"2023-12-13T11:21:40.203240Z","shell.execute_reply":"2023-12-13T11:21:40.202323Z","shell.execute_reply.started":"2023-12-13T11:21:39.908696Z"},"trusted":true},"outputs":[{"data":{"image/png":"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","text/plain":[""]},"metadata":{},"output_type":"display_data"}],"source":["# Distribution of Ratings from 5 to 1\n","ax = sns.barplot(data, x = data['rating_review'].value_counts().index, y = data['rating_review'].value_counts().values)\n","for labels in ax.containers:\n"," ax.bar_label(labels)"]},{"cell_type":"code","execution_count":23,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:40.205749Z","iopub.status.busy":"2023-12-13T11:21:40.204715Z","iopub.status.idle":"2023-12-13T11:21:40.230811Z","shell.execute_reply":"2023-12-13T11:21:40.229497Z","shell.execute_reply.started":"2023-12-13T11:21:40.205711Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["1 Star: 3.02 %\n","2 Star: 3.09 %\n","3 Star: 10.8 %\n","4 Star: 34.05 %\n","5 Star: 49.05 %\n"]}],"source":["one_rating = (data['rating_review'].value_counts().values[4] * 100 / data['rating_review'].count()).round(2)\n","two_rating = (data['rating_review'].value_counts().values[3] * 100 / data['rating_review'].count()).round(2)\n","three_rating = (data['rating_review'].value_counts().values[2] * 100 / data['rating_review'].count()).round(2)\n","four_rating = (data['rating_review'].value_counts().values[1] * 100 / data['rating_review'].count()).round(2)\n","five_rating = (data['rating_review'].value_counts().values[0] * 100 / data['rating_review'].count()).round(2)\n","\n","print('1 Star: ', one_rating,'%')\n","print('2 Star: ', two_rating,'%')\n","print('3 Star: ', three_rating,'%')\n","print('4 Star: ', four_rating,'%')\n","print('5 Star: ', five_rating,'%')"]},{"cell_type":"code","execution_count":24,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:40.232746Z","iopub.status.busy":"2023-12-13T11:21:40.232378Z","iopub.status.idle":"2023-12-13T11:21:40.250578Z","shell.execute_reply":"2023-12-13T11:21:40.249031Z","shell.execute_reply.started":"2023-12-13T11:21:40.232717Z"},"trusted":true},"outputs":[],"source":["sia = SentimentIntensityAnalyzer()"]},{"cell_type":"code","execution_count":25,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:21:40.252705Z","iopub.status.busy":"2023-12-13T11:21:40.252236Z","iopub.status.idle":"2023-12-13T11:24:36.906980Z","shell.execute_reply":"2023-12-13T11:24:36.905414Z","shell.execute_reply.started":"2023-12-13T11:21:40.252674Z"},"trusted":true},"outputs":[],"source":["def get_sentiment(text):\n"," sentiment = sia.polarity_scores(text)\n"," if sentiment['compound'] >= 0.05:\n"," return 'Positive'\n"," elif sentiment['compound'] <= 0.05:\n"," return 'Negative'\n"," else:\n"," return 'Neutral'\n"," \n","data['sentiment'] = data['review_full'].apply(get_sentiment)"]},{"cell_type":"code","execution_count":28,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:24:36.997046Z","iopub.status.busy":"2023-12-13T11:24:36.996390Z","iopub.status.idle":"2023-12-13T11:24:37.265329Z","shell.execute_reply":"2023-12-13T11:24:37.264061Z","shell.execute_reply.started":"2023-12-13T11:24:36.996999Z"},"trusted":true},"outputs":[{"data":{"image/png":"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","text/plain":[""]},"metadata":{},"output_type":"display_data"}],"source":["# Plotting the Sentiment Distribution\n","ax = sns.barplot(data, x = data['sentiment'].value_counts().index, y = data['sentiment'].value_counts().values)\n","\n","for labels in ax.containers:\n"," ax.bar_label(labels)"]},{"cell_type":"code","execution_count":29,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:24:37.268306Z","iopub.status.busy":"2023-12-13T11:24:37.267448Z","iopub.status.idle":"2023-12-13T11:24:37.354612Z","shell.execute_reply":"2023-12-13T11:24:37.353288Z","shell.execute_reply.started":"2023-12-13T11:24:37.268260Z"},"trusted":true},"outputs":[{"name":"stdout","output_type":"stream","text":["Positive Review Percentage: 91.7 %\n","Negative Review Percentage: 8.3 %\n"]}],"source":["positive_review = (data['sentiment'].value_counts().values[0] / data['sentiment'].count()).round(3) * 100\n","negative_review = (data['sentiment'].value_counts().values[1] / data['sentiment'].count()).round(3) * 100\n","\n","print('Positive Review Percentage:', positive_review,'%')\n","print('Negative Review Percentage:', negative_review,'%')"]},{"cell_type":"code","execution_count":30,"metadata":{"execution":{"iopub.execute_input":"2023-12-13T11:24:37.357496Z","iopub.status.busy":"2023-12-13T11:24:37.356661Z","iopub.status.idle":"2023-12-13T11:25:29.846442Z","shell.execute_reply":"2023-12-13T11:25:29.844660Z","shell.execute_reply.started":"2023-12-13T11:24:37.357443Z"},"trusted":true},"outputs":[{"data":{"image/png":"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","text/plain":[""]},"metadata":{},"output_type":"display_data"},{"data":{"image/png":"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","text/plain":[""]},"metadata":{},"output_type":"display_data"}],"source":["from wordcloud import WordCloud\n","\n","positive_reviews = ' '.join(data[data['sentiment'] == 'Positive']['review_full'])\n","negative_reviews = ' '.join(data[data['sentiment'] == 'Negative']['review_full'])\n","\n","positive_wordcloud = WordCloud().generate(positive_reviews)\n","negative_wordcloud = WordCloud().generate(negative_reviews)\n","\n","plt.imshow(positive_wordcloud, interpolation='bilinear')\n","plt.axis(\"off\")\n","plt.title('Positive Reviews')\n","plt.show()\n","\n","plt.imshow(negative_wordcloud, interpolation='bilinear')\n","plt.axis(\"off\")\n","plt.title('Negative Reviews')\n","plt.show()"]}],"metadata":{"kaggle":{"accelerator":"none","dataSources":[{"datasetId":3280342,"sourceId":5706068,"sourceType":"datasetVersion"}],"dockerImageVersionId":30497,"isGpuEnabled":false,"isInternetEnabled":true,"language":"python","sourceType":"notebook"},"kernelspec":{"display_name":"Python 3","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.10.10"}},"nbformat":4,"nbformat_minor":4}
diff --git a/Tripadvisor Reviews Classification using NLP/Models/sentiment-analysis-log-reg.ipynb b/Tripadvisor Reviews Classification using NLP/Models/sentiment-analysis-log-reg.ipynb
new file mode 100644
index 000000000..667abcd0a
--- /dev/null
+++ b/Tripadvisor Reviews Classification using NLP/Models/sentiment-analysis-log-reg.ipynb
@@ -0,0 +1 @@
+{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"name":"python","version":"3.10.10","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"},"kaggle":{"accelerator":"none","dataSources":[{"sourceId":5706068,"sourceType":"datasetVersion","datasetId":3280342}],"dockerImageVersionId":30497,"isInternetEnabled":true,"language":"python","sourceType":"notebook","isGpuEnabled":false}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"code","source":"import pandas as pd\nimport numpy as np\n\nimport nltk\nnltk.download('vader_lexicon')\nfrom nltk.sentiment.vader import SentimentIntensityAnalyzer\n\nfrom sklearn.linear_model import LogisticRegression\nfrom sklearn.metrics import accuracy_score\n\nimport seaborn as sns\nimport matplotlib.pyplot as plt\n%matplotlib inline","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:14:29.836420Z","iopub.execute_input":"2023-12-12T18:14:29.836893Z","iopub.status.idle":"2023-12-12T18:14:29.848807Z","shell.execute_reply.started":"2023-12-12T18:14:29.836859Z","shell.execute_reply":"2023-12-12T18:14:29.847538Z"},"trusted":true},"execution_count":14,"outputs":[{"name":"stdout","text":"[nltk_data] Downloading package vader_lexicon to\n[nltk_data] /usr/share/nltk_data...\n[nltk_data] Package vader_lexicon is already up-to-date!\n","output_type":"stream"}]},{"cell_type":"code","source":"# Importing and Exploring the Dataset\ndata = pd.read_csv('/kaggle/input/tripadvisor-reviews-2023/New_Delhi_reviews.csv')\ndata.info()","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:14:29.851368Z","iopub.execute_input":"2023-12-12T18:14:29.852627Z","iopub.status.idle":"2023-12-12T18:14:31.008464Z","shell.execute_reply.started":"2023-12-12T18:14:29.852578Z","shell.execute_reply":"2023-12-12T18:14:31.007262Z"},"trusted":true},"execution_count":15,"outputs":[{"name":"stdout","text":"\nRangeIndex: 147581 entries, 0 to 147580\nData columns (total 2 columns):\n # Column Non-Null Count Dtype \n--- ------ -------------- ----- \n 0 rating_review 147581 non-null int64 \n 1 review_full 147579 non-null object\ndtypes: int64(1), object(1)\nmemory usage: 2.3+ MB\n","output_type":"stream"}]},{"cell_type":"code","source":"data.isnull().sum()","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:14:31.010275Z","iopub.execute_input":"2023-12-12T18:14:31.011616Z","iopub.status.idle":"2023-12-12T18:14:31.098249Z","shell.execute_reply.started":"2023-12-12T18:14:31.011564Z","shell.execute_reply":"2023-12-12T18:14:31.096649Z"},"trusted":true},"execution_count":16,"outputs":[{"execution_count":16,"output_type":"execute_result","data":{"text/plain":"rating_review 0\nreview_full 2\ndtype: int64"},"metadata":{}}]},{"cell_type":"code","source":"data.dropna(inplace = True)\ndata.isnull().sum()\ndata.drop_duplicates(inplace = True)","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:14:31.101410Z","iopub.execute_input":"2023-12-12T18:14:31.102405Z","iopub.status.idle":"2023-12-12T18:14:31.466561Z","shell.execute_reply.started":"2023-12-12T18:14:31.102367Z","shell.execute_reply":"2023-12-12T18:14:31.465128Z"},"trusted":true},"execution_count":17,"outputs":[]},{"cell_type":"code","source":"data['review_full'] = data['review_full'].str.lower()\ndata['review_full']","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:14:31.468194Z","iopub.execute_input":"2023-12-12T18:14:31.468585Z","iopub.status.idle":"2023-12-12T18:14:31.742092Z","shell.execute_reply.started":"2023-12-12T18:14:31.468554Z","shell.execute_reply":"2023-12-12T18:14:31.740253Z"},"trusted":true},"execution_count":18,"outputs":[{"execution_count":18,"output_type":"execute_result","data":{"text/plain":"0 totally in love with the auro of the place, re...\n1 i went this bar 8 days regularly with my husba...\n2 we were few friends and was a birthday celebra...\n3 fatjar cafe and market is the perfect place fo...\n4 hey guys, if you are craving for pizza and sea...\n ... \n147576 near by airport very calm and cool environment...\n147577 my favourite place to stay. great service. ash...\n147578 good food with nice decoration, drinks list al...\n147579 near to airport .it is fine property. staff i...\n147580 amazing food .. excellent ambience .. great ...\nName: review_full, Length: 147442, dtype: object"},"metadata":{}}]},{"cell_type":"code","source":"data.shape","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:14:31.743840Z","iopub.execute_input":"2023-12-12T18:14:31.744210Z","iopub.status.idle":"2023-12-12T18:14:31.753508Z","shell.execute_reply.started":"2023-12-12T18:14:31.744181Z","shell.execute_reply":"2023-12-12T18:14:31.751408Z"},"trusted":true},"execution_count":19,"outputs":[{"execution_count":19,"output_type":"execute_result","data":{"text/plain":"(147442, 2)"},"metadata":{}}]},{"cell_type":"code","source":"one_rating = (data['rating_review'].value_counts().values[4] * 100 / data['rating_review'].count()).round(2)\ntwo_rating = (data['rating_review'].value_counts().values[3] * 100 / data['rating_review'].count()).round(2)\nthree_rating = (data['rating_review'].value_counts().values[2] * 100 / data['rating_review'].count()).round(2)\nfour_rating = (data['rating_review'].value_counts().values[1] * 100 / data['rating_review'].count()).round(2)\nfive_rating = (data['rating_review'].value_counts().values[0] * 100 / data['rating_review'].count()).round(2)\n\nprint('1 Star: ', one_rating,'%')\nprint('2 Star: ', two_rating,'%')\nprint('3 Star: ', three_rating,'%')\nprint('4 Star: ', four_rating,'%')\nprint('5 Star: ', five_rating,'%')","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:45:47.463351Z","iopub.execute_input":"2023-12-12T18:45:47.463762Z","iopub.status.idle":"2023-12-12T18:45:47.489009Z","shell.execute_reply.started":"2023-12-12T18:45:47.463728Z","shell.execute_reply":"2023-12-12T18:45:47.487280Z"},"trusted":true},"execution_count":39,"outputs":[{"name":"stdout","text":"1 Star: 3.02 %\n2 Star: 3.09 %\n3 Star: 10.8 %\n4 Star: 34.05 %\n5 Star: 49.05 %\n","output_type":"stream"}]},{"cell_type":"code","source":"sia = SentimentIntensityAnalyzer()","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:45:50.053472Z","iopub.execute_input":"2023-12-12T18:45:50.054305Z","iopub.status.idle":"2023-12-12T18:45:50.071524Z","shell.execute_reply.started":"2023-12-12T18:45:50.054267Z","shell.execute_reply":"2023-12-12T18:45:50.069854Z"},"trusted":true},"execution_count":40,"outputs":[]},{"cell_type":"code","source":"def get_sentiment(text):\n sentiment = sia.polarity_scores(text)\n if sentiment['compound'] >= 0.05:\n return 'Positive'\n elif sentiment['compound'] <= 0.05:\n return 'Negative'\n else:\n return 'Neutral'\n \ndata['sentiment'] = data['review_full'].apply(get_sentiment)","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:14:32.175662Z","iopub.execute_input":"2023-12-12T18:14:32.176313Z","iopub.status.idle":"2023-12-12T18:17:25.483145Z","shell.execute_reply.started":"2023-12-12T18:14:32.176198Z","shell.execute_reply":"2023-12-12T18:17:25.482188Z"},"trusted":true},"execution_count":23,"outputs":[]},{"cell_type":"code","source":"data.sample(4)","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:17:25.484427Z","iopub.execute_input":"2023-12-12T18:17:25.485429Z","iopub.status.idle":"2023-12-12T18:17:25.513846Z","shell.execute_reply.started":"2023-12-12T18:17:25.485387Z","shell.execute_reply":"2023-12-12T18:17:25.512136Z"},"trusted":true},"execution_count":24,"outputs":[{"execution_count":24,"output_type":"execute_result","data":{"text/plain":" rating_review review_full \\\n145516 5 the gluten free muffin was good. enjoyed the w... \n45950 5 a place that gives you a lavish feels. the tas... \n143381 5 sandeep makes the best gin and tonics in delhi... \n58853 5 we stayed close and ate at drool many times. t... \n\n sentiment \n145516 Positive \n45950 Positive \n143381 Positive \n58853 Positive ","text/html":"\n\n
\n \n \n \n rating_review \n review_full \n sentiment \n \n \n \n \n 145516 \n 5 \n the gluten free muffin was good. enjoyed the w... \n Positive \n \n \n 45950 \n 5 \n a place that gives you a lavish feels. the tas... \n Positive \n \n \n 143381 \n 5 \n sandeep makes the best gin and tonics in delhi... \n Positive \n \n \n 58853 \n 5 \n we stayed close and ate at drool many times. t... \n Positive \n \n \n
\n
"},"metadata":{}}]},{"cell_type":"code","source":"data['sentiment'].value_counts()","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:17:25.515538Z","iopub.execute_input":"2023-12-12T18:17:25.515941Z","iopub.status.idle":"2023-12-12T18:17:25.546578Z","shell.execute_reply.started":"2023-12-12T18:17:25.515908Z","shell.execute_reply":"2023-12-12T18:17:25.545262Z"},"trusted":true},"execution_count":25,"outputs":[{"execution_count":25,"output_type":"execute_result","data":{"text/plain":"Positive 135181\nNegative 12261\nName: sentiment, dtype: int64"},"metadata":{}}]},{"cell_type":"code","source":"from sklearn.feature_extraction.text import TfidfVectorizer\ntfidf = TfidfVectorizer()","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:18:13.695760Z","iopub.execute_input":"2023-12-12T18:18:13.696268Z","iopub.status.idle":"2023-12-12T18:18:13.703062Z","shell.execute_reply.started":"2023-12-12T18:18:13.696216Z","shell.execute_reply":"2023-12-12T18:18:13.701327Z"},"trusted":true},"execution_count":29,"outputs":[]},{"cell_type":"code","source":"X = tfidf.fit_transform(data['review_full'])\ny = data['sentiment']\n\nfrom sklearn.model_selection import train_test_split\nX_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.3, random_state = 42)","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:44:33.871844Z","iopub.execute_input":"2023-12-12T18:44:33.872327Z","iopub.status.idle":"2023-12-12T18:44:48.472330Z","shell.execute_reply.started":"2023-12-12T18:44:33.872289Z","shell.execute_reply":"2023-12-12T18:44:48.471078Z"},"trusted":true},"execution_count":36,"outputs":[]},{"cell_type":"code","source":"regression = LogisticRegression(solver = 'saga')","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:44:48.477069Z","iopub.execute_input":"2023-12-12T18:44:48.477465Z","iopub.status.idle":"2023-12-12T18:44:48.483294Z","shell.execute_reply.started":"2023-12-12T18:44:48.477433Z","shell.execute_reply":"2023-12-12T18:44:48.482116Z"},"trusted":true},"execution_count":37,"outputs":[]},{"cell_type":"code","source":"regression.fit(X_train, y_train)","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:44:48.484707Z","iopub.execute_input":"2023-12-12T18:44:48.486062Z","iopub.status.idle":"2023-12-12T18:44:52.173948Z","shell.execute_reply.started":"2023-12-12T18:44:48.486018Z","shell.execute_reply":"2023-12-12T18:44:52.172333Z"},"trusted":true},"execution_count":38,"outputs":[{"execution_count":38,"output_type":"execute_result","data":{"text/plain":"LogisticRegression(solver='saga')","text/html":"LogisticRegression(solver='saga') In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org. "},"metadata":{}}]},{"cell_type":"code","source":"predictions = regression.predict(X_test)","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:18:32.718977Z","iopub.execute_input":"2023-12-12T18:18:32.719358Z","iopub.status.idle":"2023-12-12T18:18:32.731264Z","shell.execute_reply.started":"2023-12-12T18:18:32.719327Z","shell.execute_reply":"2023-12-12T18:18:32.729534Z"},"trusted":true},"execution_count":33,"outputs":[]},{"cell_type":"code","source":"accuracy_score(y_test, predictions).round(2)","metadata":{"execution":{"iopub.status.busy":"2023-12-12T18:42:09.577546Z","iopub.execute_input":"2023-12-12T18:42:09.577988Z","iopub.status.idle":"2023-12-12T18:42:09.700501Z","shell.execute_reply.started":"2023-12-12T18:42:09.577957Z","shell.execute_reply":"2023-12-12T18:42:09.699259Z"},"trusted":true},"execution_count":35,"outputs":[{"execution_count":35,"output_type":"execute_result","data":{"text/plain":"0.94"},"metadata":{}}]}]}
\ No newline at end of file
diff --git a/Tripadvisor Reviews Classification using NLP/requirements.txt b/Tripadvisor Reviews Classification using NLP/requirements.txt
new file mode 100644
index 000000000..2900b97eb
--- /dev/null
+++ b/Tripadvisor Reviews Classification using NLP/requirements.txt
@@ -0,0 +1,3 @@
+Pandas, Numpy, Keras,TensorFlow, ScikitLearn, Seaborn, Matplotlib,NLTK
+
+(import GLove Embeddings in Kaggle to work)
\ No newline at end of file