diff --git a/NLP/Reuseable_embeddings.ipynb b/NLP/Reuseable_embeddings.ipynb new file mode 100644 index 0000000..55dfb46 --- /dev/null +++ b/NLP/Reuseable_embeddings.ipynb @@ -0,0 +1,454 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [], + "gpuType": "T4", + "authorship_tag": "ABX9TyPnNmisyRFTsY4axXqU9vCR", + "include_colab_link": true + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + }, + "accelerator": "GPU" + }, + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "view-in-github", + "colab_type": "text" + }, + "source": [ + "\"Open" + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Reusable Embeddings:\n", + "Embeddings in NLP are are very important concept and using them in your model also makes your model out perform. So what are embeddings. These are actually numeric representation of text because our model can not digest text directly it requires numeric data. We also use other techniques like \"one hot encoding\",\n", + "\"TF-IDF\" etc. But embeddings carry semantic meanings which helps model to generalize well.\n", + "\n", + "But what if I tell you that you can give text directly to your model instead of numbers wait for section 2 ✈" + ], + "metadata": { + "id": "taLaqCYFOCxn" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Contents:\n", + "\n", + "First I will explain embeddings and their formation in some traditional way if you are familiar with embeddings go to section 2 or if you do not wnat to learn this and directly want to learn easy method:\n", + "\n", + "\n", + "\n", + "\n", + "* Packages\n", + "* 1:Traditional way\n", + "* 2:No numbers only text\n", + "* Conclusion\n", + "\n", + "\n" + ], + "metadata": { + "id": "8ZvV24uigEqg" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Packages\n", + "Let's import the packages Here in this tutorial I will teach you a beginner method of using embeddings." + ], + "metadata": { + "id": "IVuQUO3EPRr3" + } + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "id": "Yk9uU0DyuMmP" + }, + "outputs": [], + "source": [ + "import tensorflow as tf,keras\n", + "import tensorflow_hub as hub\n", + "from tensorflow.keras.models import Sequential\n", + "from tensorflow.keras.layers import Dense\n", + "import pandas as pd" + ] + }, + { + "cell_type": "markdown", + "source": [ + "# 1:Traditional way\n", + "First I will teach you the basic concept of embeddings so you have better idea. To form embeddings we have to first do this:\n", + "\n", + "**Tokenize:**\n", + "\n", + "Tokenization means we break our sentence into small pieces like character wiese or word wise.\n", + "\n", + "![vect.png](data:image/png;base64,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)\n", + "\n", + "\n", + "Like if we have a sentence \"My name is Aurthor\". So we tokanize it as:\n", + "\n", + "My , name , is, Aurthor.\n", + "\n", + "**Integenr Encoding:**\n", + "\n", + "Then we give each word a number this number is given based on it's position in the vocabulary. so the list for this sentence will be suppose:\n", + "\n", + "[9,1,3,7]\n", + "\n", + "**Padding sequence:**\n", + "\n", + "Now we will padd the sequences means we will make the length of each tokenized sentence which is integer encoded equal because we have to give it to our model. Than we will train it using Neural network.\n", + "\n", + "**Keras Embedding Layer:**\n", + "\n", + "We can make task specific embeddings using keras built=in embedding layer which takes these arguments:\n", + "\n", + "\n", + "1. Number of unique words in vocubalory i.e vocuablary size\n", + "2. Length of sequence\n", + "\n", + "1. Number of units in which you want to represent a word.\n", + "\n", + "I am not going in extra detail of embedding we will discuss it in other tutorial here we have to teach easy way of using Reusable embeddings. But i will share the architecture.\n", + "Suppose we have 17 vocuablary size and we want to represent each word with two units than our model will conver each words interger encoding into one-hot vector of dimension 17 and fed into model in this way we will get a embedding of our sequence:\n", + "\n", + "[ [x1,x2],\n", + " [x3,x4],\n", + " [x5,x6],\n", + " [x7,x8] ]\n", + "\n", + "So each word is represented by an embedding of size 2 and this is our embedding matrix.\n", + "\n", + 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+ "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n" + ], + "metadata": { + "id": "AOxhN1saQ0DN" + } + }, + { + "cell_type": "markdown", + "source": [ + "# 2:No numbers only Text:\n", + "\n", + "Tensorflow hub is a library provided by tensorflow which has large variety of pretrained models. Embeddings itself are kind of transfer learning. With keras and tensorflow-hub using pretrained embeddings is now piece of cake we can do it in only 2 lines of code.\n", + "\n", + "\n", + "\n", + "1. One important advantage of using reusable embeddings is that we did not have to worry about preprocessing of our model means we can directly give raw text to our model. The embedding model will take care of preprocessing.\n", + "2. Second advantage is this reusable embeddings are trained on a vary large corpus. So if we give our model a word which it has never seen in it's training process it can generalizez well it is because that embeddings carry semantic meanings which makes the model to generalize well overall.\n", + "\n", + "**Process:**\n", + "\n", + "To use reusable embeddings we first get the link of model from tensorflow hub and store it in a model. The reusable embeddings we are using here is \"universal sentence encoder\". We store it in a variable.\n", + "\n" + ], + "metadata": { + "id": "71MHuB4ra-5C" + } + }, + { + "cell_type": "code", + "source": [ + "hub_url = \"https://tfhub.dev/google/universal-sentence-encoder/4\"" + ], + "metadata": { + "id": "Ju9Z2yQ-uX3v" + }, + "execution_count": 1, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "# Making Embedding Layer:\n", + "\n", + "Next we have a built-in class in tensorflow-hub known as \"KerasLayer\". This will take the following arguments:\n", + "\n", + "\n", + "\n", + "1. Link of model\n", + "2. Input shape: In our case we don't have features we have text so input shape will be empty list.\n", + "1. Data type: In our case it will be string as we are giving text\n", + "2. Last one is trainable parameter depends upon you if you want to fine tune the model.\n", + "\n", + "That's it our embedding layer is ready we can now use it as it is in our model throught Sequential or Functional API.\n", + "Check the syntax:\n", + "\n", + "\n", + "\n" + ], + "metadata": { + "id": "yRliMLv8dMjN" + } + }, + { + "cell_type": "code", + "source": [ + "embedding_layer = hub.KerasLayer(\n", + " hub_url,\n", + " input_shape=[],\n", + " dtype=tf.string,\n", + " trainable=False\n", + ")" + ], + "metadata": { + "id": "gvWqBG-iUgEz" + }, + "execution_count": 4, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "embeddings = embedding_layer([\"How are you\"])" + ], + "metadata": { + "id": "TexbX_DAubvY" + }, + "execution_count": 5, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "# Explanation:\n", + "\n", + "The pretrained model will output a 512 dimension embedding vector which is fed to our model this means we do not have to take care of preprocessing this means we can make embeddings in just two lines of code:\n", + "\n", + " hub_url = \"https://tfhub.dev/google/universal-sentence-encoder/4\"\n", + "\n", + " embedding_layer = hub.KerasLayer(\n", + " hub_url,\n", + " input_shape=[],\n", + " dtype=tf.string,\n", + " trainable=False\n", + " )" + ], + "metadata": { + "id": "7XQEWzPve17m" + } + }, + { + "cell_type": "code", + "source": [ + "print(embeddings.shape)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "AFKxs_RKunFp", + "outputId": "9c355886-1090-4919-998d-7adaffba42b6" + }, + "execution_count": 8, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "(1, 512)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Model:\n", + "\n", + "I have trained a model for sentiment analysis on a small dataset to check performance" + ], + "metadata": { + "id": "fEi-rCG6hW_i" + } + }, + { + "cell_type": "code", + "source": [ + "data=pd.read_csv('/content/TF-HUB.xlsx')\n", + "X_train=data['Titles']\n", + "y_train=data['Labels']" + ], + "metadata": { + "id": "tWwyEgQI2_b3" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "model=Sequential([\n", + " embedding_layer,\n", + " tf.keras.layers.Reshape((1, 512)),\n", + " tf.keras.layers.SimpleRNN(128,return_sequences=True,activation='tanh'),\n", + " tf.keras.layers.SimpleRNN(64,activation='relu'),\n", + " tf.keras.layers.Dense(1,activation='sigmoid')\n", + "],name='TF-HUB')" + ], + "metadata": { + "id": "_D83c8l6upUh" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + " model.compile(optimizer='adam',loss= tf.keras.losses.BinaryCrossentropy(),metrics=['accuracy'])" + ], + "metadata": { + "id": "diDIPx5G0rE_" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "model.fit(X_train,y_train,epochs=10)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "sRdYPRTc1X2c", + "outputId": "30e348fc-22de-47e6-c152-34fc5a624265" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Epoch 1/10\n", + "1/1 [==============================] - 5s 5s/step - loss: 0.6899 - accuracy: 0.4500\n", + "Epoch 2/10\n", + "1/1 [==============================] - 0s 21ms/step - loss: 0.6581 - accuracy: 0.9000\n", + "Epoch 3/10\n", + "1/1 [==============================] - 0s 19ms/step - loss: 0.6302 - accuracy: 0.9500\n", + "Epoch 4/10\n", + "1/1 [==============================] - 0s 19ms/step - loss: 0.6039 - accuracy: 0.9500\n", + "Epoch 5/10\n", + "1/1 [==============================] - 0s 18ms/step - loss: 0.5779 - accuracy: 0.9500\n", + "Epoch 6/10\n", + "1/1 [==============================] - 0s 19ms/step - loss: 0.5522 - accuracy: 0.9500\n", + "Epoch 7/10\n", + "1/1 [==============================] - 0s 18ms/step - loss: 0.5259 - accuracy: 0.9500\n", + "Epoch 8/10\n", + "1/1 [==============================] - 0s 17ms/step - loss: 0.4990 - accuracy: 0.9500\n", + "Epoch 9/10\n", + "1/1 [==============================] - 0s 19ms/step - loss: 0.4716 - accuracy: 0.9500\n", + "Epoch 10/10\n", + "1/1 [==============================] - 0s 17ms/step - loss: 0.4443 - accuracy: 0.9500\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 8 + } + ] + }, + { + "cell_type": "code", + "source": [ + "pred=model.predict(['This model lacks good results and good architecture'])\n", + "pred" + ], + "metadata": { + "id": "OHkMiwh2330W", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "c16885d1-0e78-46a1-f57d-1ff667ea3953" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "1/1 [==============================] - 1s 884ms/step\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array([[0.46520936]], dtype=float32)" + ] + }, + "metadata": {}, + "execution_count": 9 + } + ] + }, + { + "cell_type": "code", + "source": [ + "if pred>0.5:\n", + " print(\"+ve\")\n", + "else:\n", + " print(\"-ve\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "hjZPBp5LHact", + "outputId": "8b41647c-0cb7-4fdb-a7e5-99413bba0d14" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "+ve\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Conclusion:\n", + "\n", + "We can clearly see our model is generalized well on the words that it has never seen in training set and we have made embeddings very easily and do not use any large packages." + ], + "metadata": { + "id": "8iabBi-jfpwP" + } + } + ] +} \ No newline at end of file