From d6a229547b2a73d4bc28365f3474ae4a6f936e88 Mon Sep 17 00:00:00 2001 From: Arun Koundinya Parasa <127001683+ArunKoundinya@users.noreply.github.com> Date: Tue, 19 Mar 2024 22:18:45 -0700 Subject: [PATCH] Tensor Flow Basics ; Creating Tensors Using Google Colab --- .../Basics-1/TensorFlowBasics.ipynb | 1268 +++++++++++++++++ 1 file changed, 1268 insertions(+) create mode 100644 TensorFlow_Practice/Basics-1/TensorFlowBasics.ipynb diff --git a/TensorFlow_Practice/Basics-1/TensorFlowBasics.ipynb b/TensorFlow_Practice/Basics-1/TensorFlowBasics.ipynb new file mode 100644 index 0000000..635305d --- /dev/null +++ b/TensorFlow_Practice/Basics-1/TensorFlowBasics.ipynb @@ -0,0 +1,1268 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [], + "gpuType": "T4", + "authorship_tag": "ABX9TyNi89N3ynQwVGssDOrY2Viv", + "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": [ + "#TensorFlow Basics" + ], + "metadata": { + "id": "EzXWUXfRzY6K" + } + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "id": "UXsD3c9TzBw-" + }, + "outputs": [], + "source": [ + "import tensorflow as tf" + ] + }, + { + "cell_type": "markdown", + "source": [ + "### What is tensor Flow?\n", + "\n", + "Tensor flow is deep learning framework developed by Google in 2011 and made it publicly available in the year 2015.\n", + "\n", + "It is flexible, scalable solutio that enable us to build models with the existing frameworks.\n", + "\n", + "It is like sci-kit learn library but more advanced and flexible as we can custom build our own neural network." + ], + "metadata": { + "id": "nM8Clf3Oz8TX" + } + }, + { + "cell_type": "code", + "source": [ + "print(tf.__version__)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "q3xy-QNhzXU7", + "outputId": "e398e880-429d-48c7-d18f-4a55488b7ec5" + }, + "execution_count": 3, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "2.15.0\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Basics Unit in TensorFlow Framework - Tensor\n", + "\n", + "Tensors are multi-dimensional arrays designed for numerical data representation; although they share some similarities with NumPy arrays, they possess certain unique features that give them an advantage in deep learning tasks. One of these key advantages is their ability to utilize hardware acceleration from GPUs and TPUs to significantly speed up computational operations, which is especially useful when working with input data such as images, text, and videos.\n", + "\n", + "\n", + "In simple words \"ML\" needs numbers; In case of large dimensions we need matrices. These matrices are called tensors. As these are specially designed to use hardware capabilities to accelerate learnings." + ], + "metadata": { + "id": "qKYY91xe4_Mm" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Creating Tensors" + ], + "metadata": { + "id": "ga1uilJk7fnN" + } + }, + { + "cell_type": "code", + "source": [ + "tf.constant(1, shape=(2,2))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "A1kfJ-5V49UK", + "outputId": "6555b23c-5835-4701-86c5-5ba89b4e8f0a" + }, + "execution_count": 13, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 13 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Here we have created a basic tensor with constant number `1` with a shape 2,2 i.e.; two rows and two columns.\n", + "\n", + "And its datatype is `integer`.\n", + "\n", + "It is a numpy array." + ], + "metadata": { + "id": "GnOf_KKl78I9" + } + }, + { + "cell_type": "code", + "source": [ + "## Manually providing the shape\n", + "y = tf.constant([[1, 2, 3], [4, 5, 6]])\n", + "print(y)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "LqZaxLIr8x_p", + "outputId": "05e1c9aa-9322-43d1-bf44-75f6fcc39fba" + }, + "execution_count": 9, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[1 2 3]\n", + " [4 5 6]], shape=(2, 3), dtype=int32)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Instead of giving the shape here we have manually given the values" + ], + "metadata": { + "id": "pzXkcmmyDDu1" + } + }, + { + "cell_type": "code", + "source": [ + "tf.rank(y)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "4qIGakwZDCIq", + "outputId": "0d2ec1f9-7452-46da-d740-d71cab3818aa" + }, + "execution_count": 11, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 11 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Here we are checking what is the rank of the tensor.\n", + "\n", + "![image.png](data:image/png;base64,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)" + ], + "metadata": { + "id": "KlBg-eqBEz_g" + } + }, + { + "cell_type": "code", + "source": [ + "print(\"The rank of scalar is \" , tf.rank(tf.constant(1)))\n", + "print(\"The rank of vector is \" , tf.rank(tf.constant(1,shape=(5))))\n", + "print(\"The rank of matrix is \" , tf.rank(tf.constant(1,shape=(5,4))))\n", + "print(\"The rank of rank3tensor is \" , tf.rank(tf.constant(1,shape=(4,2,3))))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "7lF6LBhVEwt1", + "outputId": "71a60419-7637-4743-cac9-2abc0d419aef" + }, + "execution_count": 19, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "The rank of scalar is tf.Tensor(0, shape=(), dtype=int32)\n", + "The rank of vector is tf.Tensor(1, shape=(), dtype=int32)\n", + "The rank of matrix is tf.Tensor(2, shape=(), dtype=int32)\n", + "The rank of rank3tensor is tf.Tensor(3, shape=(), dtype=int32)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Can there me more than 3 dimensional; of course, but we cannot represent them pictographically." + ], + "metadata": { + "id": "Iyuj60rvGl1W" + } + }, + { + "cell_type": "code", + "source": [ + "print(\"The rank of rank5tensor is \" , tf.rank(tf.constant(1,shape=(4,2,3,3,3))))\n", + "print(\"The rank of rank9tensor is \" , tf.rank(tf.constant(1,shape=(4,2,3,3,3,1,1,3,3))))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "BGRPAjkYFYVu", + "outputId": "783382cb-8b10-48e9-c32d-0666206dc463" + }, + "execution_count": 24, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "The rank of rank5tensor is tf.Tensor(5, shape=(), dtype=int32)\n", + "The rank of rank9tensor is tf.Tensor(9, shape=(), dtype=int32)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Basic Tensor Operations" + ], + "metadata": { + "id": "ZETisG8MHdhT" + } + }, + { + "cell_type": "code", + "source": [ + "tf.constant(1.1, shape=(2,2))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "2ZLyOAwlHhOS", + "outputId": "4f190f70-98b8-4a53-f87a-141cf202116c" + }, + "execution_count": 26, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 26 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### TypeCasting\n", + "\n", + "The moment we kept 1.1 the data-type has changed to float; Lets check how to typecast integer to float and vice versa" + ], + "metadata": { + "id": "prkoIZ9UIe-R" + } + }, + { + "cell_type": "code", + "source": [ + "x_int = tf.constant(1, shape=(2,2))\n", + "print(x_int)\n", + "x_float = tf.cast(x_int, dtype = tf.float32)\n", + "print(x_float)\n", + "x_float_int = tf.cast(x_float, tf.int32)\n", + "print(x_float_int)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "1Js_IirAIeFM", + "outputId": "0f542a28-fc2a-4046-cdd0-8e6fb927d0f5" + }, + "execution_count": 29, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[1 1]\n", + " [1 1]], shape=(2, 2), dtype=int32)\n", + "tf.Tensor(\n", + "[[1. 1.]\n", + " [1. 1.]], shape=(2, 2), dtype=float32)\n", + "tf.Tensor(\n", + "[[1 1]\n", + " [1 1]], shape=(2, 2), dtype=int32)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Indexing\n", + "\n", + "Similar to numpy array we can do indexing for the tensors" + ], + "metadata": { + "id": "D3Z-O9g7KAL2" + } + }, + { + "cell_type": "code", + "source": [ + "y = tf.constant([[1,2,3],[4,5,6]])" + ], + "metadata": { + "id": "KxH47yQ1I62q" + }, + "execution_count": 33, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "y" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "srpkft9gKICm", + "outputId": "d7716a5c-0dd9-4cd7-876e-b8f6b4c1a9b9" + }, + "execution_count": 34, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 34 + } + ] + }, + { + "cell_type": "code", + "source": [ + "y[0]" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "7bObDKD2KKK3", + "outputId": "3d55d4ee-6ee4-45bf-ec51-c2d890c1d70a" + }, + "execution_count": 35, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 35 + } + ] + }, + { + "cell_type": "code", + "source": [ + "y[0][0]" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "a5J2OJIfKMQ_", + "outputId": "7fc1a3f7-8501-422f-9a8d-8461788ffd6c" + }, + "execution_count": 36, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 36 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Expanding a matrix" + ], + "metadata": { + "id": "mYKeWLVaMA9a" + } + }, + { + "cell_type": "code", + "source": [ + "y = tf.constant([[1,2,3],[4,5,6]])" + ], + "metadata": { + "id": "P3Ygk0bOLHSJ" + }, + "execution_count": 42, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "y" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "a7cKMQEhMONJ", + "outputId": "aca81235-33a8-4784-9068-078a6fd85076" + }, + "execution_count": 43, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 43 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(tf.expand_dims(y,axis=0)) ## Expanding at the beginning of the tensor\n", + "print(tf.expand_dims(y,axis=1)) ## Expanding at the Middle of the tensor { for this example}\n", + "print(tf.expand_dims(y,axis=-1)) ## Expanding at the End of the tensor" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "WmO6aRvMMPFL", + "outputId": "91a411d5-5842-4290-b897-4ff548c2519f" + }, + "execution_count": 48, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[[1 2 3]\n", + " [4 5 6]]], shape=(1, 2, 3), dtype=int32)\n", + "tf.Tensor(\n", + "[[[1 2 3]]\n", + "\n", + " [[4 5 6]]], shape=(2, 1, 3), dtype=int32)\n", + "tf.Tensor(\n", + "[[[1]\n", + " [2]\n", + " [3]]\n", + "\n", + " [[4]\n", + " [5]\n", + " [6]]], shape=(2, 3, 1), dtype=int32)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Tensor Aggregation" + ], + "metadata": { + "id": "MTHmDiXXM05R" + } + }, + { + "cell_type": "code", + "source": [ + "y" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "uNEWASocMVJK", + "outputId": "211e574d-238c-4998-cea1-81230cda7187" + }, + "execution_count": 52, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 52 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(\"Smallest of the number is \",tf.reduce_min(y).numpy())\n", + "print(\"Largest of the number is \",tf.reduce_max(y).numpy())" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "bGcKg6beM-u7", + "outputId": "03909be6-3908-4ee4-d0ad-b73bcd32bcab" + }, + "execution_count": 53, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Smallest of the number is 1\n", + "Largest of the number is 6\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(\"Sum of the numbers are \",tf.reduce_sum(y).numpy())\n", + "print(\"Average of the numbers are \",tf.reduce_mean(y).numpy())" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "2Zh9yc53NPOa", + "outputId": "9d1a7958-5927-44f3-a775-a7662883be67" + }, + "execution_count": 54, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Sum of the numbers are 21\n", + "Average of the numbers are 3\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Matrix with all ones,zeroes and identity" + ], + "metadata": { + "id": "QOYB77IeN4Jh" + } + }, + { + "cell_type": "code", + "source": [ + "z = tf.ones([2,3])\n", + "print(z)\n", + "print(\" \")\n", + "\n", + "x = tf.constant(1,shape=(2,3),dtype=tf.float32)\n", + "print(x)\n", + "print(\" \")\n", + "\n", + "z = tf.zeros([2,3])\n", + "print(z)\n", + "print(\" \")\n", + "\n", + "z = tf.eye(3)\n", + "print(z)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "TKGTYNQeNoQ4", + "outputId": "e52a6223-30d0-4b18-b18f-a041dbd0272b" + }, + "execution_count": 58, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[1. 1. 1.]\n", + " [1. 1. 1.]], shape=(2, 3), dtype=float32)\n", + " \n", + "tf.Tensor(\n", + "[[1. 1. 1.]\n", + " [1. 1. 1.]], shape=(2, 3), dtype=float32)\n", + " \n", + "tf.Tensor(\n", + "[[0. 0. 0.]\n", + " [0. 0. 0.]], shape=(2, 3), dtype=float32)\n", + " \n", + "tf.Tensor(\n", + "[[1. 0. 0.]\n", + " [0. 1. 0.]\n", + " [0. 0. 1.]], shape=(3, 3), dtype=float32)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Reshaping and Transposing Tensors" + ], + "metadata": { + "id": "DEIvWGR5OSJN" + } + }, + { + "cell_type": "code", + "source": [ + "x_initial = tf.constant(1, shape=(4,3))\n", + "print(x_initial)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "G9S-hKxyN68-", + "outputId": "4376bc4e-1d84-4bfa-c5e5-64506dbf9664" + }, + "execution_count": 61, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[1 1 1]\n", + " [1 1 1]\n", + " [1 1 1]\n", + " [1 1 1]], shape=(4, 3), dtype=int32)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "tf.reshape(x_initial,shape=(2,2,3))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "5gUJGsKIOq6A", + "outputId": "e62ec1e2-d079-4ef2-bab7-af16d109a2fa" + }, + "execution_count": 62, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 62 + } + ] + }, + { + "cell_type": "code", + "source": [ + "tf.reshape(x_initial,shape=(2,6))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "PDpd_dm8Osjr", + "outputId": "ca2d9a22-b98d-44fa-88a9-2f4d4d3a3c8a" + }, + "execution_count": 63, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 63 + } + ] + }, + { + "cell_type": "code", + "source": [ + "tf.reshape(x_initial,shape=(12,1))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "D9HiXTMXO3ko", + "outputId": "85f133db-6270-4326-d063-c45c0a59c6fc" + }, + "execution_count": 64, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 64 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Here we can reshape to any other shape; However, the multiplication of shapes should remain the same." + ], + "metadata": { + "id": "Gn3AFfQ3O9ZZ" + } + }, + { + "cell_type": "code", + "source": [ + "tf.reshape(x_initial,shape=-1) #Flatten the array" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "hkZIKfhMO6re", + "outputId": "83f86c50-610c-42af-96cd-1d9fcd3fd8d3" + }, + "execution_count": 66, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 66 + } + ] + }, + { + "cell_type": "code", + "source": [ + "tf.transpose(x_initial)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "chW9pLsNPOcZ", + "outputId": "907c7fe3-d78c-4453-d836-499e2b015ce7" + }, + "execution_count": 68, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 68 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The initial shape of `(4,3)` got changed to `(3,4)`" + ], + "metadata": { + "id": "auLTk3TOPeD3" + } + }, + { + "cell_type": "markdown", + "source": [ + "#### Distrbutions" + ], + "metadata": { + "id": "SravOXaTPzrF" + } + }, + { + "cell_type": "code", + "source": [ + "x1 = tf.random.normal((3,3))\n", + "print(x1)\n", + "print(\" \")\n", + "\n", + "x1 = tf.random.normal((3,3),mean = 0, stddev =1 )\n", + "print(x1)\n", + "print(\" \")\n", + "\n", + "x2 = tf.random.uniform((3,3))\n", + "print(x2)\n", + "print(\" \")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "t-VzWiInPZhc", + "outputId": "7684f587-ed7c-4f1e-e360-8fe1fce686e2" + }, + "execution_count": 70, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[ 0.591363 0.12791212 0.38762185]\n", + " [ 0.26025018 1.7209182 -0.7802837 ]\n", + " [ 0.89150804 -0.9648455 0.64507854]], shape=(3, 3), dtype=float32)\n", + " \n", + "tf.Tensor(\n", + "[[-1.0034778 0.05435322 -1.3141975 ]\n", + " [-0.17819698 -1.9136705 -0.9396771 ]\n", + " [ 2.2143493 0.33600262 0.8174351 ]], shape=(3, 3), dtype=float32)\n", + " \n", + "tf.Tensor(\n", + "[[0.04812372 0.79855204 0.8067709 ]\n", + " [0.67069924 0.06617999 0.14941025]\n", + " [0.31500185 0.17441607 0.7476181 ]], shape=(3, 3), dtype=float32)\n", + " \n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Mathematical Operations\n", + "\n", + "* Addition\n", + "* Subtraction\n", + "* Multiplication\n", + "* Division\n" + ], + "metadata": { + "id": "jCdxKVylQBmU" + } + }, + { + "cell_type": "code", + "source": [ + "x4 = tf.random.normal((3,3))\n", + "print(x4)\n", + "print(\" \")\n", + "y4 = tf.random.normal((3,3))\n", + "print(y4)\n", + "print(\" \")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "duewhYOaP5PY", + "outputId": "42a7412e-b455-4b6e-eba6-b314c0007fcc" + }, + "execution_count": 71, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[ 0.5908952 3.5452905 -0.34438497]\n", + " [-0.5237503 1.2899861 -0.50684774]\n", + " [ 1.2187229 0.50014 -0.6212071 ]], shape=(3, 3), dtype=float32)\n", + " \n", + "tf.Tensor(\n", + "[[-0.7346279 2.9705956 -0.45318994]\n", + " [-0.947753 0.6556651 3.018978 ]\n", + " [-1.5799906 -1.2278746 0.57451475]], shape=(3, 3), dtype=float32)\n", + " \n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(x4+y4)\n", + "print(\" \")\n", + "tf.add(x4,y4)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "TzMoomj8QvYF", + "outputId": "c276b459-cb73-451f-f5da-e922e439f74e" + }, + "execution_count": 76, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[-0.14373273 6.5158863 -0.7975749 ]\n", + " [-1.4715033 1.9456513 2.5121303 ]\n", + " [-0.3612677 -0.7277346 -0.04669237]], shape=(3, 3), dtype=float32)\n", + " \n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 76 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(x4-y4)\n", + "print(\" \")\n", + "tf.subtract(x4,y4)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "5dSUDB9bQxMk", + "outputId": "6d236d14-31cd-4dfb-b268-29b680a6af21" + }, + "execution_count": 77, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[ 1.3255231 0.5746949 0.10880497]\n", + " [ 0.4240027 0.63432103 -3.525826 ]\n", + " [ 2.7987137 1.7280147 -1.1957219 ]], shape=(3, 3), dtype=float32)\n", + " \n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 77 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(x4*y4)\n", + "print(\" \")\n", + "tf.multiply(x4,y4)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "oJrV9fmnQy5Q", + "outputId": "57b5cfcb-3cec-4b18-eb51-7e01ea0209e5" + }, + "execution_count": 78, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[-0.43408808 10.531624 0.1560718 ]\n", + " [ 0.49638593 0.8457989 -1.5301622 ]\n", + " [-1.9255708 -0.6141092 -0.35689265]], shape=(3, 3), dtype=float32)\n", + " \n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 78 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(x4/y4)\n", + "print(\" \")\n", + "tf.divide(x4,y4)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "wZ2ZiYopQ24r", + "outputId": "71d0d22f-1515-45e8-ab53-37c11d6d975e" + }, + "execution_count": 79, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[-0.8043462 1.1934612 0.7599131 ]\n", + " [ 0.5526232 1.9674467 -0.16788718]\n", + " [-0.77134824 -0.40732172 -1.0812727 ]], shape=(3, 3), dtype=float32)\n", + " \n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 79 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#### Matrix Multiplications" + ], + "metadata": { + "id": "keKH4RpRRQ8X" + } + }, + { + "cell_type": "code", + "source": [ + "x4_new = tf.random.normal((3,2))\n", + "y4_new = tf.random.normal((2,3))\n", + "\n", + "print(tf.matmul(x4_new,y4_new))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "dYgFVx8KQ40-", + "outputId": "42de8703-84e9-4cc6-83ef-f70a71b7a2f2" + }, + "execution_count": 81, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "tf.Tensor(\n", + "[[ 0.5675167 0.29923582 -2.018334 ]\n", + " [-0.5145724 1.9392778 -1.5560541 ]\n", + " [ 1.0566927 -2.3777525 0.73752195]], shape=(3, 3), dtype=float32)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "x4_new @ y4_new" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "63OPzL8_SMnC", + "outputId": "eaf8aa78-d380-4041-d2e1-c6818e7543a2" + }, + "execution_count": 84, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 84 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Two ways of matrix of multiplication in tensors" + ], + "metadata": { + "id": "arPLC1JUSSgQ" + } + } + ] +} \ No newline at end of file