TensorFlow/tensorflow-mnist-gpu-tutorial.ipynb
2021-12-13 18:38:45 -06:00

478 lines
179 KiB
Text

{
"cells": [
{
"attachments": {
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"
}
},
"cell_type": "markdown",
"metadata": {},
"source": [
"# Introduction\n",
"\n",
"At present, you can choose from three popular open source Deep Learning libraries:\n",
"\n",
"- TensorFlow, \n",
"- Microsoft Cognitive Toolkit (CNTK), \n",
"- Theano. \n",
"\n",
"Therefore, to avoid any confusion, we will refer to Keras implementation as multi-backend Keras.\n",
"\n",
"TensorFlow itself now comes bundled with its own Keras implementation,tf.keras. It only supports TensorFlow as the backend.\n",
"\n",
"![image.png](attachment:image.png)\n",
"\n",
"This short introduction uses Tensorflow Keras to:\n",
"\n",
"- Build a neural network that classifies images.\n",
"- Train this neural network.\n",
"- And, finally, evaluate the accuracy of the model.\n",
"\n",
"# Reference\n",
"https://www.tensorflow.org/tutorials/quickstart/beginner"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19",
"_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5"
},
"outputs": [],
"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 in \n",
"\n",
"import numpy as np # linear algebra\n",
"import pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n",
"\n",
"# Input data files are available in the \"../input/\" directory.\n",
"# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n",
"\n",
"import os\n",
"for dirname, _, filenames in os.walk('/kaggle/input'):\n",
" for filename in filenames:\n",
" print(os.path.join(dirname, filename))\n",
"\n",
"# Any results you write to the current directory are saved as output."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"import tensorflow as tf"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## To Check GPU Availability in Tensorflow"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"_cell_guid": "79c7e3d0-c299-4dcb-8224-4455121ee9b0",
"_uuid": "d629ff2d2480ee46fbb7e2d37f6b5fab8052498a"
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Name: /physical_device:GPU:0 Type: GPU\n"
]
}
],
"source": [
"\n",
"gpus = tf.config.experimental.list_physical_devices('GPU')\n",
"for gpu in gpus:\n",
" print(\"Name:\", gpu.name, \" Type:\", gpu.device_type)\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Listing Devices including GPU's with Tensorflow"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"2021-12-13 18:36:17.947416: I tensorflow/core/platform/cpu_feature_guard.cc:142] This TensorFlow binary is optimized with oneAPI Deep Neural Network Library (oneDNN) to use the following CPU instructions in performance-critical operations: SSE3 SSE4.1 SSE4.2 AVX AVX2 FMA\n",
"To enable them in other operations, rebuild TensorFlow with the appropriate compiler flags.\n",
"2021-12-13 18:36:17.948346: I tensorflow/core/common_runtime/gpu/gpu_device.cc:1510] Created device /device:GPU:0 with 7676 MB memory: -> device: 0, name: AMD Radeon RX 6600 XT, pci bus id: 0000:08:00.0\n"
]
},
{
"data": {
"text/plain": [
"[name: \"/device:CPU:0\"\n",
" device_type: \"CPU\"\n",
" memory_limit: 268435456\n",
" locality {\n",
" }\n",
" incarnation: 4131910275298190244,\n",
" name: \"/device:GPU:0\"\n",
" device_type: \"GPU\"\n",
" memory_limit: 8048869376\n",
" locality {\n",
" bus_id: 2\n",
" numa_node: 1\n",
" links {\n",
" }\n",
" }\n",
" incarnation: 8120473677084580141\n",
" physical_device_desc: \"device: 0, name: AMD Radeon RX 6600 XT, pci bus id: 0000:08:00.0\"]"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"\n",
"from tensorflow.python.client import device_lib\n",
"\n",
"device_lib.list_local_devices()\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# To Check GPU in Tensorflow"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"ename": "Error",
"evalue": "Session cannot generate requests",
"output_type": "error",
"traceback": [
"Error: Session cannot generate requests",
"at w.executeCodeCell (/home/ta180m/.vscode-oss/extensions/ms-toolsai.jupyter-2021.10.100/out/client/extension.js:52:302205)",
"at w.execute (/home/ta180m/.vscode-oss/extensions/ms-toolsai.jupyter-2021.10.100/out/client/extension.js:52:301589)",
"at w.start (/home/ta180m/.vscode-oss/extensions/ms-toolsai.jupyter-2021.10.100/out/client/extension.js:52:297159)",
"at processTicksAndRejections (internal/process/task_queues.js:93:5)",
"at async t.CellExecutionQueue.executeQueuedCells (/home/ta180m/.vscode-oss/extensions/ms-toolsai.jupyter-2021.10.100/out/client/extension.js:52:312368)",
"at async t.CellExecutionQueue.start (/home/ta180m/.vscode-oss/extensions/ms-toolsai.jupyter-2021.10.100/out/client/extension.js:52:311908)"
]
}
],
"source": [
"\n",
"tf.test.is_gpu_available()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load MNiST Dataset"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"mnist = tf.keras.datasets.mnist\n",
"\n",
"(x_train, y_train), (x_test, y_test) = mnist.load_data()\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Pre-processing of Training and Test Datasets"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"x_train, x_test = x_train / 255.0, x_test / 255.0"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Create Sequential Model Using Tensorflow Keras\n",
"\n",
"Architecture of the Network is :-\n",
"\n",
"1). Input layer for 28x28 images in MNiST dataset\n",
"\n",
"2). Dense layer with 128 neurons and ReLU activation function\n",
"\n",
"3). Output layer with 10 neurons for classification of input images as one of ten digits(0 to 9)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"2021-12-13 18:36:29.743574: I tensorflow/core/common_runtime/gpu/gpu_device.cc:1510] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 7676 MB memory: -> device: 0, name: AMD Radeon RX 6600 XT, pci bus id: 0000:08:00.0\n"
]
}
],
"source": [
"model = tf.keras.models.Sequential([\n",
" tf.keras.layers.Flatten(input_shape=(28, 28)),\n",
" tf.keras.layers.Dense(128, activation='relu'),\n",
" tf.keras.layers.Dropout(0.2),\n",
" tf.keras.layers.Flatten(input_shape=(100, 100)),\n",
" tf.keras.layers.Dense(1024, activation='relu'),\n",
" tf.keras.layers.Flatten(input_shape=(100, 100)),\n",
" tf.keras.layers.Dense(1024, activation='relu'),\n",
" tf.keras.layers.Dense(10)\n",
"])"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([[ 0.05019438, -0.11693908, 0.0457226 , -0.10117609, 0.07739688,\n",
" -0.15473695, -0.09796654, -0.06173493, -0.08286384, 0.1133035 ]],\n",
" dtype=float32)"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"predictions = model(x_train[:1]).numpy()\n",
"predictions"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Creating Loss Function"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"loss_fn = tf.keras.losses.SparseCategoricalCrossentropy(from_logits=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Compile the Model Designed Earlier\n",
"\n",
"Before the model is ready for training, it needs a few more settings. These are added during the model's compile step:\n",
"\n",
"- Loss function \n",
"This measures how accurate the model is during training. You want to minimize this function to \"steer\" the model in the right direction.\n",
"\n",
"- Optimizer \n",
"This is how the model is updated based on the data it sees and its loss function.\n",
"\n",
"- Metrics\n",
"Used to monitor the training and testing steps. The following example uses accuracy, the fraction of the images that are correctly classified."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"model.compile(optimizer='adam',\n",
" loss=loss_fn,\n",
" metrics=['accuracy'])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Training and Validation\n",
"\n",
"The Model.fit method adjusts the model parameters to minimize the loss:\n"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Epoch 1/10\n",
" 107/1875 [>.............................] - ETA: 2s - loss: 0.0625 - accuracy: 0.9807"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"2021-12-13 18:37:40.224182: I tensorflow/core/common_runtime/gpu_fusion_pass.cc:507] ROCm Fusion is enabled.\n",
"2021-12-13 18:37:40.226497: I tensorflow/core/common_runtime/gpu_fusion_pass.cc:507] ROCm Fusion is enabled.\n",
"2021-12-13 18:37:40.228452: I tensorflow/core/common_runtime/gpu_fusion_pass.cc:507] ROCm Fusion is enabled.\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"1875/1875 [==============================] - 3s 2ms/step - loss: 0.0572 - accuracy: 0.9823\n",
"Epoch 2/10\n",
"1875/1875 [==============================] - 3s 1ms/step - loss: 0.0556 - accuracy: 0.9830\n",
"Epoch 3/10\n",
"1875/1875 [==============================] - 3s 2ms/step - loss: 0.0520 - accuracy: 0.9845\n",
"Epoch 4/10\n",
"1875/1875 [==============================] - 3s 1ms/step - loss: 0.0505 - accuracy: 0.9851\n",
"Epoch 5/10\n",
"1875/1875 [==============================] - 5s 3ms/step - loss: 0.0506 - accuracy: 0.9847\n",
"Epoch 6/10\n",
"1875/1875 [==============================] - 3s 1ms/step - loss: 0.0479 - accuracy: 0.9858\n",
"Epoch 7/10\n",
"1875/1875 [==============================] - 3s 2ms/step - loss: 0.0474 - accuracy: 0.9865\n",
"Epoch 8/10\n",
"1875/1875 [==============================] - 3s 1ms/step - loss: 0.0474 - accuracy: 0.9866\n",
"Epoch 9/10\n",
"1875/1875 [==============================] - 3s 1ms/step - loss: 0.0463 - accuracy: 0.9867\n",
"Epoch 10/10\n",
"1875/1875 [==============================] - 3s 1ms/step - loss: 0.0434 - accuracy: 0.9876\n"
]
},
{
"data": {
"text/plain": [
"<keras.callbacks.History at 0x7fd8c0525490>"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"model.fit(x_train, y_train, epochs=10)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The Model.evaluate method checks the models performance, usually on a \"Validation-set\" or \"Test-set\"."
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"2021-12-13 18:38:18.485616: I tensorflow/core/common_runtime/gpu_fusion_pass.cc:507] ROCm Fusion is enabled.\n",
"2021-12-13 18:38:18.489485: I tensorflow/core/common_runtime/gpu_fusion_pass.cc:507] ROCm Fusion is enabled.\n",
"2021-12-13 18:38:18.492379: I tensorflow/core/common_runtime/gpu_fusion_pass.cc:507] ROCm Fusion is enabled.\n",
"2021-12-13 18:38:18.559492: I tensorflow/core/common_runtime/gpu_fusion_pass.cc:507] ROCm Fusion is enabled.\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"313/313 - 0s - loss: 0.0782 - accuracy: 0.9808\n"
]
},
{
"data": {
"text/plain": [
"[0.07822339236736298, 0.9807999730110168]"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"\n",
"model.evaluate(x_test, y_test, verbose=2)\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Please Upvote,Comment, Fork and Share to Help me with my efforts to help the community."
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
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"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
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