{ "cells": [ { "cell_type": "markdown", "id": "dd196637", "metadata": {}, "source": [ "# Data loading and pre-processing with TensorFlow\n", "\n", "## Implementation\n", "\n", "*Notebook written by the IDRIS AI support team, April 2021* " ] }, { "cell_type": "markdown", "id": "a9d1804a", "metadata": {}, "source": [ "This document describes the method to use on Jean Zay to load and pre-process input data for a distributed training. It illustrates the [IDRIS documentation](http://www.idris.fr/eng/jean-zay/gpu/jean-zay-gpu-tf-data-preprocessing-eng.html) and uses the [TensorFlow documentation](https://www.tensorflow.org/api_docs/python/tf/data/Dataset) as reference. \n", "\n", "This Notebook contains: \n", " * [Complete example](#exemple) of optimised loading \n", " * [Comparison tests](#tests) of performance gains offered by each functionality described in the documentation (sharding, multithreading, prefetching, etc) \n", " * Example of creation and usage of [TFRecord formats](#tfrecord)\n", " \n" ] }, { "cell_type": "markdown", "id": "54ffd92e", "metadata": {}, "source": [ "### Computing environment" ] }, { "cell_type": "markdown", "id": "587a18e0", "metadata": {}, "source": [ "This notebook can be executed on any Jean Zay node but we advise using the jupyterhub front-end node (i.e. an *interactive* connection) to avoid consuming your allocation. In this case, the hostname is `jean-zay-srv2`:" ] }, { "cell_type": "code", "execution_count": 1, "id": "e7e8e1c4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "jean-zay-srv2\n" ] } ], "source": [ "!hostname" ] }, { "cell_type": "markdown", "id": "db38f4a6", "metadata": {}, "source": [ "You need to load a TensorFlow module or choose a tensorflow kernel in the list at the upper-right corner of the notebook. The jobs will be submitted via Slurm in the `tensorflow-gpu/py3/2.4.1` environment." ] }, { "cell_type": "code", "execution_count": 2, "id": "af432d91", "metadata": {}, "outputs": [], "source": [ "import glob\n", "import os\n", "import tensorflow as tf\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import random\n", "from tqdm import tqdm" ] }, { "cell_type": "markdown", "id": "fbcf0b08", "metadata": {}, "source": [ "### Places365 Images Dataset" ] }, { "cell_type": "markdown", "id": "f1a1fef2", "metadata": {}, "source": [ "In this notebook, we use the Places365 dataset present in the **$DSDIR** storage space.\n", "\n", "These are images classified by theme (one directory per theme). We are taking the *data_large* version in order to maximize the data loading work, during our comparative tests. \n", "The dataset contains 1 803 460 images." ] }, { "cell_type": "code", "execution_count": 3, "id": "6377e16c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "/gpfsdswork/dataset/Places365-Standard/\n", "├── data_256\n", "│   ├── a\n", "│   ├── b\n", "│   ├── c\n", "│   ├── d\n", "│   ├── e\n", "│   ├── f\n", "│   ├── g\n", "│   ├── h\n", "│   ├── i\n", "│   ├── j\n", "│   ├── k\n", "│   ├── l\n", "│   ├── m\n", "│   ├── n\n", "│   ├── o\n", "│   ├── p\n", "│   ├── r\n", "│   ├── s\n", "│   ├── t\n", "│   ├── u\n", "│   ├── v\n", "│   ├── w\n", "│   ├── y\n", "│   └── z\n", "├── data_large\n", "│   ├── a\n", "│   ├── b\n", "│   ├── c\n", "│   ├── d\n", "│   ├── e\n", "│   ├── f\n", "│   ├── g\n", "│   ├── h\n", "│   ├── i\n", "│   ├── j\n", "│   ├── k\n", "│   ├── l\n", "│   ├── m\n", "│   ├── n\n", "│   ├── o\n", "│   ├── p\n", "│   ├── r\n", "│   ├── s\n", "│   ├── t\n", "│   ├── u\n", "│   ├── v\n", "│   ├── w\n", "│   ├── y\n", "│   └── z\n", "├── places365_standard\n", "│   ├── train\n", "│   └── val\n", "├── test_256\n", "├── test_large\n", "├── train_image_lmdb\n", "├── val_256\n", "├── val_image_lmdb\n", "└── val_large\n", "\n", "59 directories\n" ] } ], "source": [ "!tree -d -L 2 $DSDIR/Places365-Standard/" ] }, { "cell_type": "code", "execution_count": 4, "id": "22d0d4e1", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1803460" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(glob.glob(os.environ['DSDIR']+\"/Places365-Standard/data_large/**/*.jpg\", recursive=True))" ] }, { "cell_type": "markdown", "id": "da9adc9f", "metadata": {}, "source": [ "In order to reduce the testing time and be able to use the RAM cache function (without OOM error), we will only use the first 3 \n", "classes, beginning by \"air\". This represents **15 000 images for 3 classes**." ] }, { "cell_type": "code", "execution_count": 6, "id": "d8ccf0eb", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "/gpfsdswork/dataset/Places365-Standard/data_large/a\n", "├── [ 256K] airfield\n", "├── [ 256K] airplane_cabin\n", "├── [ 256K] airport_terminal\n", "├── [ 256K] alcove\n", "├── [ 256K] alley\n", "├── [ 256K] amphitheater\n", "├── [ 256K] amusement_arcade\n", "├── [ 256K] amusement_park\n", "├── [ 4.0K] apartment_building\n", "│   └── [ 256K] outdoor\n", "├── [ 256K] aquarium\n", "├── [ 256K] aqueduct\n", "├── [ 256K] arcade\n", "├── [ 256K] arch\n", "├── [ 256K] archaelogical_excavation\n", "├── [ 256K] archive\n", "├── [ 4.0K] arena\n", "│   ├── [ 256K] hockey\n", "│   ├── [ 256K] performance\n", "│   └── [ 256K] rodeo\n", "├── [ 256K] army_base\n", "├── [ 256K] art_gallery\n", "├── [ 256K] artists_loft\n", "├── [ 256K] art_school\n", "├── [ 256K] art_studio\n", "├── [ 256K] assembly_line\n", "├── [ 4.0K] athletic_field\n", "│   └── [ 256K] outdoor\n", "├── [ 4.0K] atrium\n", "│   └── [ 256K] public\n", "├── [ 256K] attic\n", "├── [ 256K] auditorium\n", "├── [ 256K] auto_factory\n", "└── [ 256K] auto_showroom\n", "\n", "34 directories\n" ] } ], "source": [ "!tree -dsh $DSDIR/Places365-Standard/data_large/a" ] }, { "cell_type": "code", "execution_count": 7, "id": "058bf001", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "15000" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "places365_path = glob.glob(os.environ['DSDIR']+\"/Places365-Standard/data_large/a/air*/**/*.jpg\", recursive=True)\n", "random.Random(123).shuffle(places365_path)\n", "len(places365_path)" ] }, { "cell_type": "markdown", "id": "6c6d8912", "metadata": {}, "source": [ "__Comment__: The dataset structure is not flat. Some directories have multiple levels. Therefore, it is necessary to use a recursive glob. This requires using\n", "a tf.data.Dataset.from_tensor_slices afterwards, rather than a tf.data.Dataset.list_files. Since the images are classified in alphabetical order, it is then necessary to do a shuffle on the path list. When using the shard distribution, the shuffle should be done with a seed." ] }, { "cell_type": "markdown", "id": "d5c7d185", "metadata": {}, "source": [ "### Exploration of the dataset" ] }, { "cell_type": "code", "execution_count": 9, "id": "34f4f955", "metadata": {}, "outputs": [], "source": [ "dataset = tf.data.Dataset.from_tensor_slices(places365_path)" ] }, { "cell_type": "code", "execution_count": 10, "id": "5e2dcfea", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 20 µs, sys: 687 µs, total: 707 µs\n", "Wall time: 397 µs\n" ] }, { "data": { "text/plain": [ "15000" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time len(dataset)" ] }, { "cell_type": "code", "execution_count": 12, "id": "2bf684f6", "metadata": {}, "outputs": [], "source": [ "def decode_img(file_path):\n", " # parse label\n", " label = tf.strings.split(file_path, sep='/')[-2]\n", " # read input file\n", " img = tf.io.read_file(file_path)\n", " # decode jpeg format (channel=3 for RGB, channel=0 for Grayscale)\n", " img = tf.image.decode_jpeg(img, channels=3)\n", " # convert to [0,1] format for TensorFlow compatibility\n", " img = tf.image.convert_image_dtype(img, tf.float32)\n", " return label, img\n" ] }, { "cell_type": "code", "execution_count": 13, "id": "f116f999", "metadata": {}, "outputs": [], "source": [ "dataset = dataset.shuffle(5000).map(decode_img, num_parallel_calls=1)" ] }, { "cell_type": "code", "execution_count": 14, "id": "728e4298", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "label, image = next(iter(dataset))\n", "plt.imshow(image)\n", "plt.axis('off')\n", "plt.title(label.numpy())\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 15, "id": "aee85f80", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 336 µs, sys: 110 µs, total: 446 µs\n", "Wall time: 293 µs\n" ] }, { "data": { "text/plain": [ "15000" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time len(dataset)" ] }, { "cell_type": "code", "execution_count": 17, "id": "d4f4eceb", "metadata": {}, "outputs": [], "source": [ "dataset = dataset.batch(32, drop_remainder=True)" ] }, { "cell_type": "code", "execution_count": 18, "id": "843bda04", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 128 µs, sys: 42 µs, total: 170 µs\n", "Wall time: 135 µs\n" ] }, { "data": { "text/plain": [ "468" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time len(dataset)" ] }, { "cell_type": "code", "execution_count": 20, "id": "b2fad80f", "metadata": {}, "outputs": [], "source": [ "dataset = dataset.repeat(3)" ] }, { "cell_type": "code", "execution_count": 21, "id": "89d50cee", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 105 µs, sys: 35 µs, total: 140 µs\n", "Wall time: 102 µs\n" ] }, { "data": { "text/plain": [ "1404" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time len(dataset)" ] }, { "cell_type": "markdown", "id": "65da7780", "metadata": {}, "source": [ "## Complete example of optimised loading " ] }, { "cell_type": "markdown", "id": "78337923", "metadata": {}, "source": [ "### Creation of the dataloading Python script - optimised version" ] }, { "cell_type": "code", "execution_count": 23, "id": "1af8a63c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Overwriting places_loader.py\n" ] } ], "source": [ "%%writefile places_loader.py \n", "import tensorflow as tf\n", "import idr_tf # IDRIS package available in all TensorFlow modules\n", "import os\n", "import glob\n", "import random\n", "import time\n", "\n", "devices = tf.config.experimental.list_physical_devices(\"GPU\")\n", "nb_devices = len(devices)\n", "if idr_tf.rank == 0:\n", " print(f' --- Running on {idr_tf.size} workers / {nb_devices} GPU ---')\n", "\n", "IMG_WIDTH=320\n", "IMG_HEIGHT=320\n", "def decode_img(file_path):\n", " # parse label\n", " label = tf.strings.split(file_path, sep='/')[-2]\n", " # read input file\n", " img = tf.io.read_file(file_path)\n", " # decode jpeg format (channel=3 for RGB, channel=0 for Grayscale)\n", " img = tf.image.decode_jpeg(img, channels=3)\n", " # convert to [0,1] format for TensorFlow compatibility\n", " img = tf.image.convert_image_dtype(img, tf.float32)\n", " # resize image\n", " img = tf.image.resize(img, [IMG_WIDTH, IMG_HEIGHT])\n", " # standardize image\n", " img = tf.image.per_image_standardization(img)\n", " return label, img\n", "\n", "\n", "# Create a random generator\n", "rng = tf.random.Generator.from_seed(123, alg='philox')\n", "\n", "def randomized_preprocessing(label, img):\n", " # randomly adjust image contrast - Data Augmentation\n", " contrast_factor = random.random() + 1.0\n", " img = tf.image.adjust_contrast(img,contrast_factor=contrast_factor)\n", " img = tf.image.stateless_random_flip_left_right(img,rng.make_seeds(2)[0])\n", " return label, img\n", "\n", "# configuration\n", "num_epochs = 3\n", "batch_size = 64\n", "shuffling_buffer_size = 5000\n", "sharding = True\n", "caching = True\n", "num_parallel_calls = tf.data.AUTOTUNE\n", "prefetch_factor = tf.data.AUTOTUNE\n", "\n", "if idr_tf.rank == 0:\n", " print(f'------')\n", " print(f'Config: num_epochs={num_epochs}, batch_size={batch_size}, num_parallel_calls={num_parallel_calls},') \n", " print(f' shuffling_buffer_size={shuffling_buffer_size}, num_workers={idr_tf.size},')\n", " print(f' caching={caching}, prefetch_factor={prefetch_factor}')\n", " print(f'------')\n", "\n", "\n", "# locate Places365 dataset in DSDIR and list places beginning with air\n", "places365_path = glob.glob(os.environ['DSDIR']+\"/Places365-Standard/data_large/a/air*/**/*.jpg\", recursive=True)\n", "random.Random(123).shuffle(places365_path)\n", "\n", "# create a dataset object from path\n", "dataset = tf.data.Dataset.from_tensor_slices(places365_path)\n", "if idr_tf.rank == 0:\n", " print(f'Dataset length = {len(dataset)}')\n", "\n", "if sharding:\n", " # get number of processes/workers\n", " num_workers = idr_tf.size\n", " worker_index = idr_tf.rank\n", "\n", " # distribute dataset\n", " dataset = dataset.shard(num_workers,worker_index)\n", " \n", " if idr_tf.rank == 0: print(f'Sharded Dataset length = {len(dataset)}')\n", "\n", "# shuffling\n", "dataset = dataset.shuffle(shuffling_buffer_size)\n", "\n", "# deterministic transformation\n", "dataset = dataset.map(decode_img, num_parallel_calls=num_parallel_calls, deterministic=False)\n", "\n", "if caching:\n", " dataset = dataset.cache()\n", "\n", "# random transformations\n", "dataset = dataset.map(randomized_preprocessing, num_parallel_calls=num_parallel_calls, deterministic=False)\n", " \n", "# batching\n", "dataset = dataset.batch(batch_size, drop_remainder=True)\n", "\n", "# pre-load batches during training\n", "if prefetch_factor:\n", " dataset = dataset.prefetch(prefetch_factor)\n", "\n", "start_time = time.time()\n", "\n", "## Repeat a num_epochs times\n", "#dataset = dataset.repeat(num_epochs)\n", "#for label, img in dataset:\n", "# a = 1 # emulate some action \n", "## equivalent to:\n", " \n", "for epoch in range(num_epochs):\n", " for label, img in dataset:\n", " a = 1 # emulate some action\n", " \n", " \n", "end_time = time.time()\n", "if idr_tf.rank == 0:\n", " print(f'Execution took {end_time - start_time} s')" ] }, { "cell_type": "markdown", "id": "5bc1d2ad", "metadata": {}, "source": [ "### Creation of the Slurm submission script\n", "\n", "**Reminder**: If your single project has both CPU and GPU hours, or if your login is attached to multiple projects, you must specify for which allocation the consumed hours\n", " should be counted by adding the option `--account=my_project@gpu` as explained in the [IDRIS documentation](http://www.idris.fr/jean-zay/cpu/jean-zay-cpu-doc_account.html)." ] }, { "cell_type": "code", "execution_count": 24, "id": "5423dcaa", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Overwriting job.slurm\n" ] } ], "source": [ "%%writefile job.slurm\n", "#!/bin/bash\n", "#SBATCH --job-name=data_loader_tensorflow-eng\n", "##SBATCH --account=XXX@v100\n", "#SBATCH --nodes=1\n", "#SBATCH --ntasks-per-node=4\n", "#SBATCH --gres=gpu:4\n", "#SBATCH --cpus-per-task=10\n", "#SBATCH --hint=nomultithread\n", "#SBATCH --exclusive\n", "#SBATCH --time=00:30:00\n", "#SBATCH --output=data_loader_tensorflow.out\n", "#SBATCH --error=data_loader_tensorflow.err\n", "\n", "module load tensorflow-gpu/py3/2.4.1\n", "\n", "srun python -u places_loader.py" ] }, { "cell_type": "markdown", "id": "4be22ca3", "metadata": {}, "source": [ "### Submission and execution of the optimised version" ] }, { "cell_type": "code", "execution_count": 25, "id": "8284d1be", "metadata": {}, "outputs": [], "source": [ "import time\n", "from IPython.display import clear_output\n", "def display_slurm_queue():\n", " sq = !squeue -u $USER -n data_loader_tensorflow-eng\n", " while len(sq) >= 2:\n", " clear_output(wait=True)\n", " for l in sq: print(l)\n", " time.sleep(10)\n", " sq = !squeue -u $USER -n data_loader_tensorflow-eng\n", " print('\\n Done!')" ] }, { "cell_type": "code", "execution_count": 26, "id": "f9399161", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitted batch job 943701\n" ] } ], "source": [ "# submit job\n", "!sbatch job.slurm" ] }, { "cell_type": "code", "execution_count": 27, "id": "a142de38", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "# should take about 1 min\n", "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 28, "id": "7c34d6b1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " --- Running on 4 workers / 4 GPU ---\n", "------\n", "Config: num_epochs=3, batch_size=64, num_parallel_calls=-1,\n", " shuffling_buffer_size=5000, num_workers=4,\n", " caching=True, prefetch_factor=-1\n", "------\n", "Dataset length = 15000\n", "Sharded Dataset length = 3750\n", "Execution took 19.081642627716064 s\n" ] } ], "source": [ "# display output\n", "!cat data_loader_tensorflow.out" ] }, { "cell_type": "markdown", "id": "520abc56", "metadata": {}, "source": [ "## Tests of the different optimisations " ] }, { "cell_type": "markdown", "id": "96136185", "metadata": {}, "source": [ "We wish here to observe the impact of the different parameters presented in the documentation on the data pre-processing performance. The parameters of interest in the tests below are:\n", " * Multithreading (num_parallel_calls) \n", " * Batch size \n", " * Distribution (shard) \n", " * Exploitation of cache memory \n", " * Prefetching of batches on the GPUs \n", "\n", "It should be noted that these tests are run on a small-sized database. This choice was made for educational purposes for the rapid comparison of execution and performance. The idea here is to be convinced of the benefits of each optimisation. The performance gain will potentially be much greater on a larger database. Note that using the RAM cache may not be possible with a larger database. \n", "\n", "----" ] }, { "cell_type": "markdown", "id": "ef7049d0", "metadata": {}, "source": [ " * Creation of directories to store\n", " * Slurm submission scripts\n", " * Python data loading scripts\n", " * Standard outputs of executions" ] }, { "cell_type": "code", "execution_count": 29, "id": "ec3c6806", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "mkdir: cannot create directory ‘slurm’: File exists\n", "mkdir: cannot create directory ‘scripts’: File exists\n", "mkdir: cannot create directory ‘logs’: File exists\n" ] } ], "source": [ "!mkdir slurm\n", "!mkdir scripts\n", "!mkdir logs" ] }, { "cell_type": "markdown", "id": "efee6279", "metadata": {}, "source": [ "* Preliminary Python and Slurm script creation with variable parameters" ] }, { "cell_type": "code", "execution_count": 30, "id": "b8f0d7c2", "metadata": {}, "outputs": [], "source": [ "def create_new_scripts(batch_size=64, num_workers=1, num_parallel_calls=1, sharding=False,\n", " caching=False, prefetch_factor=0):\n", " \n", " extension = f'{batch_size}_{num_workers}_{num_parallel_calls}_{sharding}_{caching}_{prefetch_factor}'\n", " slurm_fname=f'slurm/job_{extension}.slurm'\n", " script_fname=f'scripts/mnist_loader_{extension}.py'\n", " \n", " if num_workers <= 4: # mono node\n", " nnodes = 1\n", " ntasks_per_node = num_workers\n", " else: # multi node\n", " \n", " if num_workers % 4 != 0:\n", " print(\"-- Multi node config: num_workers must be divisible by 4\")\n", " \n", " nnodes = int(num_workers / 4)\n", " ntasks_per_node = 4\n", " \n", " # create slurm submission script with new number of gpus\n", " ref_file = open(\"job.slurm\",\"r\")\n", " new_file = open(slurm_fname,\"w\")\n", " for line in ref_file:\n", " if line.strip().startswith('#SBATCH --nodes='):\n", " line = f'#SBATCH --nodes={nnodes}\\n' \n", " new_file.write(line)\n", " elif line.strip().startswith('#SBATCH --ntasks-per-node='):\n", " line = f'#SBATCH --ntasks-per-node={ntasks_per_node}\\n' \n", " new_file.write(line)\n", " elif line.strip().startswith('#SBATCH --gres=gpu:'):\n", " line = f'#SBATCH --gres=gpu:{ntasks_per_node}\\n'\n", " new_file.write(line)\n", " elif line.strip().startswith('#SBATCH --output='):\n", " line = f'#SBATCH --output=logs/data_loader_{extension}.out\\n'\n", " new_file.write(line)\n", " elif line.strip().startswith('#SBATCH --error='):\n", " line = f'#SBATCH --error=logs/data_loader_{extension}.err\\n'\n", " new_file.write(line)\n", " elif line.strip().startswith('srun'):\n", " line = f'srun python -u ' + script_fname\n", " new_file.write(line)\n", " else:\n", " new_file.write(line)\n", " \n", " # create python script with new parameters\n", " ref_file = open(\"places_loader.py\",\"r\")\n", " new_file = open(script_fname,\"w\")\n", " for line in ref_file:\n", " if line.strip().startswith('batch_size = '):\n", " line = f'batch_size = {batch_size}\\n'\n", " new_file.write(line)\n", " elif line.strip().startswith('num_parallel_calls = '):\n", " line = f'num_parallel_calls = {num_parallel_calls}\\n'\n", " new_file.write(line)\n", " elif line.strip().startswith('sharding = '):\n", " line = f'sharding = {sharding}\\n'\n", " new_file.write(line)\n", " elif line.strip().startswith('caching = '):\n", " line = f'caching = {caching}\\n'\n", " new_file.write(line)\n", " elif line.strip().startswith('prefetch_factor = '):\n", " line = f'prefetch_factor = {prefetch_factor}\\n'\n", " new_file.write(line)\n", " else:\n", " new_file.write(line)\n", " \n", " return slurm_fname" ] }, { "cell_type": "markdown", "id": "1a62ca5b", "metadata": {}, "source": [ "### Reference results -- under-optimised version" ] }, { "cell_type": "markdown", "id": "fc576252", "metadata": {}, "source": [ "The reference results correspond to an under-optimised version of the following parameters:\n", "* Deactivated multithreading (num_parallel_calls=1) \n", "* Batch size = 64\n", "* Number of workers = 1 \n", "* No sharding \n", "* No caching\n", "* No prefetching" ] }, { "cell_type": "code", "execution_count": 31, "id": "48a54609", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "slurm/job_64_1_1_False_False_0.slurm\n", "Submitted batch job 943719\n" ] } ], "source": [ "# create and execute reference scripts\n", "slurm_fname = create_new_scripts()\n", "print(slurm_fname)\n", "!sbatch $slurm_fname" ] }, { "cell_type": "code", "execution_count": 32, "id": "b0789da5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "# should take about 6 min\n", "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 33, "id": "0d8cf7bd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " --- Running on 1 workers / 1 GPU ---\n", "------\n", "Config: num_epochs=3, batch_size=64, num_parallel_calls=1,\n", " shuffling_buffer_size=5000, num_workers=1,\n", " caching=False, prefetch_factor=0\n", "------\n", "Dataset length = 15000\n", "Execution took 265.14274191856384 s\n" ] } ], "source": [ "!cat logs/data_loader_64_1_1_False_False_0.out" ] }, { "cell_type": "markdown", "id": "7a4763b9", "metadata": {}, "source": [ "### Multithreading - Number of parallel calls" ] }, { "cell_type": "markdown", "id": "182a926b", "metadata": {}, "source": [ "* Estimate of time gain when increasing the number of parallel calls" ] }, { "cell_type": "code", "execution_count": 34, "id": "e04a756d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitted batch job 943815\n", "Submitted batch job 943820\n", "Submitted batch job 943824\n", "Submitted batch job 943826\n" ] } ], "source": [ "# create and execute scripts with increasing number of num_parallel_calls\n", "for num_parallel_calls in [2, 8, 10, 16]:\n", " slurm_fname = create_new_scripts(num_parallel_calls=num_parallel_calls)\n", " !sbatch $slurm_fname" ] }, { "cell_type": "code", "execution_count": 35, "id": "c57b3973", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 36, "id": "ed1a7e9e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ ">>> num_parallel_calls = 1\n", "Execution took 265.14274191856384 s\n", ">>> num_parallel_calls = 2\n", "Execution took 151.8925337791443 s\n", ">>> num_parallel_calls = 8\n", "Execution took 157.31752395629883 s\n", ">>> num_parallel_calls = 10\n", "Execution took 169.4540252685547 s\n", ">>> num_parallel_calls = 16\n", "Execution took 320.8844213485718 s\n" ] } ], "source": [ "%%bash\n", "for n in 1 2 8 10 16\n", "do\n", " echo \">>> num_parallel_calls = $n\" \n", " grep \"Execution took\" logs/data_loader_64_1_${n}_False_False_0.out\n", "done" ] }, { "cell_type": "markdown", "id": "b1baa369", "metadata": {}, "source": [ "__Comment__: The optimum number of parallel calls depends on the input size and the batch size. tf.data.AUTOTUNE enables automating this optimisation. " ] }, { "cell_type": "markdown", "id": "c09ba7db", "metadata": {}, "source": [ "### Batch size" ] }, { "cell_type": "markdown", "id": "9bf596de", "metadata": {}, "source": [ "* Estimate of time gain when batch size is increased" ] }, { "cell_type": "code", "execution_count": 37, "id": "e5b71830", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitted batch job 943928\n", "Submitted batch job 943931\n", "Submitted batch job 943934\n", "Submitted batch job 943936\n" ] } ], "source": [ "# create and execute scripts with increasing batch size (batch_size=8 already done in ref job)\n", "for batch_size in [16, 32, 128, 256]:\n", " slurm_fname = create_new_scripts(batch_size=batch_size)\n", " !sbatch $slurm_fname" ] }, { "cell_type": "code", "execution_count": 38, "id": "d2ffc868", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 39, "id": "edddb1d5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ ">>> batch_size = 16\n", "Execution took 325.750940322876 s\n", ">>> batch_size = 32\n", "Execution took 398.1411192417145 s\n", ">>> batch_size = 64\n", "Execution took 265.14274191856384 s\n", ">>> batch_size = 128\n", "Execution took 264.7799460887909 s\n", ">>> batch_size = 256\n", "Execution took 402.2380518913269 s\n" ] } ], "source": [ "%%bash\n", "for size in 16 32 64 128 256\n", "do\n", " echo \">>> batch_size = $size\" \n", " grep \"Execution took\" logs/data_loader_${size}_1_1_False_False_0.out\n", "done" ] }, { "cell_type": "markdown", "id": "2c05c567", "metadata": {}, "source": [ "### Number of workers - with sharding" ] }, { "cell_type": "markdown", "id": "c01d9771", "metadata": {}, "source": [ "* Estimate of time gain when the number of shared workers is increased" ] }, { "cell_type": "code", "execution_count": 40, "id": "3b34d203", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitted batch job 944870\n", "Submitted batch job 944871\n", "Submitted batch job 944872\n", "Submitted batch job 944873\n", "Submitted batch job 944880\n" ] } ], "source": [ "# create and execute scripts with increasing number of workers (num_workers=1 already done in ref job)\n", "for num_workers in [1,2,4,8,16]:\n", " slurm_fname = create_new_scripts(num_workers=num_workers, sharding=True)\n", " !sbatch $slurm_fname" ] }, { "cell_type": "code", "execution_count": 41, "id": "24cf93b7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 42, "id": "bc3ee9b9", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ ">>> num_workers = 1\n", "Execution took 540.8707537651062 s\n", ">>> num_workers = 2\n", "Execution took 270.791392326355 s\n", ">>> num_workers = 4\n", "Execution took 67.50346326828003 s\n", ">>> num_workers = 8\n", "Execution took 57.4291877746582 s\n", ">>> num_workers = 16\n", "Execution took 32.1276319026947 s\n" ] } ], "source": [ "%%bash\n", "for n in 1 2 4 8 16\n", "do\n", " echo \">>> num_workers = $n\" \n", " grep \"Execution took\" logs/data_loader_64_${n}_1_True_False_0.out\n", "done" ] }, { "cell_type": "markdown", "id": "5835ec98", "metadata": {}, "source": [ "### Caching" ] }, { "cell_type": "markdown", "id": "c473f3cf", "metadata": {}, "source": [ "* Estimate of time gain when using the RAM cache" ] }, { "cell_type": "code", "execution_count": 43, "id": "9e21913b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitted batch job 944641\n" ] } ], "source": [ "slurm_fname = create_new_scripts(caching=True)\n", "!sbatch $slurm_fname" ] }, { "cell_type": "code", "execution_count": 44, "id": "0d5414f6", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 45, "id": "02294451", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ ">>> caching = False\n", "Execution took 265.14274191856384 s\n", ">>> caching = True\n", "Execution took 224.97079205513 s\n" ] } ], "source": [ "%%bash\n", "echo \">>> caching = False\" \n", "grep \"Execution took\" logs/data_loader_64_1_1_False_False_0.out\n", "echo \">>> caching = True\" \n", "grep \"Execution took\" logs/data_loader_64_1_1_False_True_0.out" ] }, { "cell_type": "markdown", "id": "cb66c63b", "metadata": {}, "source": [ "### Prefetching" ] }, { "cell_type": "markdown", "id": "ff112067", "metadata": {}, "source": [ "* Estimate of time gain when using prefetching and increasing the buffer size" ] }, { "cell_type": "code", "execution_count": 46, "id": "9477b32a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitted batch job 944676\n", "Submitted batch job 944677\n", "Submitted batch job 944678\n" ] } ], "source": [ "for prefetch_factor in [2, 5, 10]:\n", " slurm_fname = create_new_scripts(prefetch_factor=prefetch_factor)\n", " !sbatch $slurm_fname" ] }, { "cell_type": "code", "execution_count": 47, "id": "e5eb60a0", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 48, "id": "4a891b3f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ ">>> prefetch_factor = 0\n", "Execution took 265.14274191856384 s\n", ">>> prefetch_factor = 2\n", "Execution took 380.97881269454956 s\n", ">>> prefetch_factor = 5\n", "Execution took 294.73858857154846 s\n", ">>> prefetch_factor = 10\n", "Execution took 314.7612655162811 s\n" ] } ], "source": [ "%%bash\n", "for n in 0 2 5 10\n", "do\n", " echo \">>> prefetch_factor = $n\" \n", " grep \"Execution took\" logs/data_loader_64_1_1_False_False_${n}.out\n", "done" ] }, { "cell_type": "markdown", "id": "1598da49", "metadata": {}, "source": [ "__Comment__: In the test presented here, nothing is occurring in the GPUs so the prefetch has no interest. However, in a learning which intensively solicites the GPUs, the prefetch is strongly advised. The optimum number of parallel calls depends on the congestion between CPUs and GPUs. tf.data.AUTOTUNE enables automating this optimisation." ] }, { "cell_type": "markdown", "id": "a3139724", "metadata": {}, "source": [ "## TFRecord format " ] }, { "cell_type": "markdown", "id": "171896d2", "metadata": {}, "source": [ "The TFRecord format is optimised for a time gain in read. It is good practice to use these. " ] }, { "cell_type": "markdown", "id": "9e46033e", "metadata": {}, "source": [ "### Dataset in only one TFRecord format" ] }, { "cell_type": "markdown", "id": "9f4708a7", "metadata": {}, "source": [ "When all the dataset is centralised in only one TFrecord.\n", "\n", "The personal user file in TFRecord format is stored in the user's personal **SCRATCH** space." ] }, { "cell_type": "markdown", "id": "33ab3a79", "metadata": {}, "source": [ "#### Creation and writing of TFRecord" ] }, { "cell_type": "code", "execution_count": 49, "id": "60bbe908", "metadata": {}, "outputs": [], "source": [ "# The following functions can be used to convert a value to a type compatible\n", "# with tf.train.Example.\n", "\n", "def _bytes_feature(value):\n", " \"\"\"Returns a bytes_list from a string / byte.\"\"\"\n", " if isinstance(value, type(tf.constant(0))):\n", " value = value.numpy() # BytesList won't unpack a string from an EagerTensor.\n", " return tf.train.Feature(bytes_list=tf.train.BytesList(value=[value]))\n", "\n", "def _float_feature(value):\n", " \"\"\"Returns a float_list from a float / double.\"\"\"\n", " return tf.train.Feature(float_list=tf.train.FloatList(value=[value]))\n", "\n", "def _int64_feature(value):\n", " \"\"\"Returns an int64_list from a bool / enum / int / uint.\"\"\"\n", " return tf.train.Feature(int64_list=tf.train.Int64List(value=[value]))\n" ] }, { "cell_type": "code", "execution_count": 50, "id": "e141f966", "metadata": {}, "outputs": [], "source": [ "# Create a dictionary with features that may be relevant.\n", "def image_example(label, image_string):\n", " image_shape = tf.image.decode_jpeg(image_string).shape\n", "\n", " feature = {\n", " 'height': _int64_feature(image_shape[0]),\n", " 'width': _int64_feature(image_shape[1]),\n", " 'depth': _int64_feature(image_shape[2]),\n", " 'label': _bytes_feature(label),\n", " 'image_raw': _bytes_feature(image_string ),\n", " }\n", "\n", " return tf.train.Example(features=tf.train.Features(feature=feature)) " ] }, { "cell_type": "code", "execution_count": 51, "id": "dde80514", "metadata": {}, "outputs": [], "source": [ "def parse_img(file_path):\n", " # parse label\n", " label = tf.strings.split(file_path, sep='/')[-2]\n", " # read input file\n", " img = tf.io.read_file(file_path)\n", " \n", " return label, img" ] }, { "cell_type": "code", "execution_count": 52, "id": "292962fc", "metadata": {}, "outputs": [], "source": [ "dataset = tf.data.Dataset.from_tensor_slices(places365_path)\n", "dataset = dataset.map(parse_img, num_parallel_calls=1)" ] }, { "cell_type": "code", "execution_count": 53, "id": "b2301097", "metadata": {}, "outputs": [], "source": [ "record_file = os.environ['SCRATCH']+'/places365.tfrecords'" ] }, { "cell_type": "code", "execution_count": 54, "id": "3de460e4", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "15000it [01:24, 176.93it/s]\n" ] } ], "source": [ "# Write the raw image files to `images.tfrecords`.\n", "# First, process the two images into `tf.train.Example` messages.\n", "# Then, write to a `.tfrecords` file.\n", "\n", "with tf.io.TFRecordWriter(record_file) as writer:\n", " for label, image in tqdm(iter(dataset)):\n", " tf_example = image_example(label, image)\n", " writer.write(tf_example.SerializeToString())\n" ] }, { "cell_type": "markdown", "id": "78899264", "metadata": {}, "source": [ "#### Reading and loading the TFRecord" ] }, { "cell_type": "code", "execution_count": 55, "id": "0350dc44", "metadata": {}, "outputs": [], "source": [ "tfr_dataset = tf.data.TFRecordDataset(record_file)" ] }, { "cell_type": "code", "execution_count": 56, "id": "167442dd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "features {\n", " feature {\n", " key: \"depth\"\n", " value {\n", " int64_list {\n", " value: 3\n", " }\n", " }\n", " }\n", " feature {\n", " key: \"height\"\n", " value {\n", " int64_list {\n", " value: 512\n", " }\n", " }\n", " }\n", " feature {\n", " key: \"image_raw\"\n", " value {\n", " bytes_list {\n", " value: \"\\377\\330\\377\\340\\000\\020JFIF\\000\\001\\001\\000\\000\\001\\000\\001\\000\\000\\377\\333\\000C\\000\\010\\006\\006\\007\\006\\005\\010\\007\\007\\007\\t\\t\\010\\n\\014\\024\\r\\014\\013\\013\\014\\031\\022\\023\\017\\024\\035\\032\\037\\036\\035\\032\\034\\034 $.\\' 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" }\n", " }\n", " }\n", " feature {\n", " key: \"label\"\n", " value {\n", " bytes_list {\n", " value: \"airfield\"\n", " }\n", " }\n", " }\n", " feature {\n", " key: \"width\"\n", " value {\n", " int64_list {\n", " value: 770\n", " }\n", " }\n", " }\n", "}\n", "\n" ] } ], "source": [ "for raw_record in tfr_dataset.take(1):\n", " example = tf.train.Example()\n", " example.ParseFromString(raw_record.numpy())\n", " print(example)\n" ] }, { "cell_type": "code", "execution_count": 57, "id": "468984ee", "metadata": {}, "outputs": [], "source": [ "def tf_parse(eg):\n", " example = tf.io.parse_example(\n", " eg[tf.newaxis], {\n", " 'height': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'width': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'depth': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'label': tf.io.FixedLenFeature(shape=(), dtype=tf.string),\n", " 'image_raw': tf.io.FixedLenFeature(shape=(), dtype=tf.string)\n", " })\n", " image, label = example['image_raw'][0], example['label'][0]\n", " image = tf.image.decode_jpeg(image, channels=3)\n", " image = tf.image.convert_image_dtype(image, tf.float32)\n", " return label, image" ] }, { "cell_type": "code", "execution_count": 58, "id": "7c9d9498", "metadata": {}, "outputs": [], "source": [ "tfr_dataset = tfr_dataset.shuffle(5000).map(tf_parse, num_parallel_calls=1)" ] }, { "cell_type": "code", "execution_count": 59, "id": "60afc364", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "label, image = next(iter(tfr_dataset))\n", "plt.imshow(image)\n", "plt.axis('off')\n", "plt.title(label.numpy())\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "9b37af4e", "metadata": {}, "source": [ "__Comment__: The dataset loaded from the TF Record does not know its size. The information is found in the source database which enabled the TFRecord creation. \n" ] }, { "cell_type": "code", "execution_count": 60, "id": "f76a2e36", "metadata": {}, "outputs": [], "source": [ "# Uncomment this line will cause an error\n", "#len(tfr_dataset)" ] }, { "cell_type": "code", "execution_count": 61, "id": "a8a9ac53", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "15000" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(dataset)" ] }, { "cell_type": "markdown", "id": "0f00f527", "metadata": {}, "source": [ "### Creation of the python dataloading script - optimised version " ] }, { "cell_type": "code", "execution_count": 63, "id": "f974846c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Writing tfr_places_loader.py\n" ] } ], "source": [ "%%writefile tfr_places_loader.py \n", "import tensorflow as tf\n", "import idr_tf # IDRIS package available in all TensorFlow modules\n", "import os\n", "import glob\n", "import random\n", "import time\n", "\n", "devices = tf.config.experimental.list_physical_devices(\"GPU\")\n", "nb_devices = len(devices)\n", "if idr_tf.rank == 0:\n", " print(f' --- Running on {idr_tf.size} workers / {nb_devices} GPU ---')\n", "\n", "IMG_WIDTH=320\n", "IMG_HEIGHT=320\n", "def decode_img(eg):\n", " example = tf.io.parse_example(\n", " eg[tf.newaxis], {\n", " 'height': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'width': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'depth': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'label': tf.io.FixedLenFeature(shape=(), dtype=tf.string),\n", " 'image_raw': tf.io.FixedLenFeature(shape=(), dtype=tf.string)\n", " })\n", " img, label = example['image_raw'][0], example['label'][0]\n", " img = tf.image.decode_jpeg(img, channels=3)\n", " img = tf.image.convert_image_dtype(img, tf.float32)\n", " img = tf.image.resize(img, [IMG_WIDTH, IMG_HEIGHT])\n", " img = tf.image.per_image_standardization(img)\n", " return label, img\n", "\n", "# Create a random generator\n", "rng = tf.random.Generator.from_seed(123, alg='philox')\n", "def randomized_preprocessing(label, img):\n", " # randomly adjust image contrast - Data Augmentation\n", " contrast_factor = random.random() + 1.0\n", " img = tf.image.adjust_contrast(img,contrast_factor=contrast_factor)\n", " img = tf.image.stateless_random_flip_left_right(img,rng.make_seeds(2)[0])\n", " return label, img\n", "\n", "# configuration\n", "num_epochs = 3\n", "batch_size = 64\n", "shuffling_buffer_size = 5000\n", "num_parallel_calls = tf.data.AUTOTUNE\n", "prefetch_factor = tf.data.AUTOTUNE\n", "\n", "if idr_tf.rank == 0:\n", " print(f'------')\n", " print(f'Config: num_epochs={num_epochs}, batch_size={batch_size}, num_parallel_calls={num_parallel_calls},') \n", " print(f' shuffling_buffer_size={shuffling_buffer_size}, num_workers={idr_tf.size},')\n", " print(f' prefetch_factor={prefetch_factor}')\n", " print(f'------')\n", "\n", "\n", "# Search the length of dataset\n", "places365_path = glob.glob(os.environ['DSDIR']+\"/Places365-Standard/data_large/a/air*/**/*.jpg\", recursive=True)\n", "dataset = tf.data.Dataset.from_tensor_slices(places365_path)\n", "if idr_tf.rank == 0:\n", " print(f'Dataset length = {len(dataset)}')\n", "\n", " \n", "# Load the unique TFRecord Dataset\n", "record_file = os.environ['SCRATCH']+'/places365.tfrecords'\n", "tfr_dataset = tf.data.TFRecordDataset(record_file)\n", "num_workers = idr_tf.size\n", "worker_index = idr_tf.rank\n", "tfr_dataset = (tfr_dataset.shard(num_workers,worker_index)\n", " .shuffle(shuffling_buffer_size)\n", " .map(decode_img, num_parallel_calls=num_parallel_calls, deterministic=False)\n", " .cache()\n", " .map(randomized_preprocessing, num_parallel_calls=num_parallel_calls,deterministic=False)\n", " .batch(batch_size, drop_remainder=True)\n", " .prefetch(prefetch_factor) \n", " )\n", " \n", "start_time = time.time()\n", " \n", "for epoch in range(num_epochs):\n", " for label, img in tfr_dataset:\n", " a = 1 # emulate some action\n", " \n", " \n", "end_time = time.time()\n", "if idr_tf.rank == 0:\n", " print(f'Execution took {end_time - start_time} s')" ] }, { "cell_type": "markdown", "id": "7d705697", "metadata": {}, "source": [ "### Creation of the Slurm submission script\n", "\n", "**Reminder**: If your single project has CPU and GPU hours, or if your login is attached to multiple projects, you must specify from which attribution the hours consumed by your computations should be deducted by adding the option `--account=my_project@gpu`, as explained in the [IDRIS documentation](http://www.idris.fr/eng/jean-zay/cpu/jean-zay-cpu-doc_account-eng.html)." ] }, { "cell_type": "code", "execution_count": 64, "id": "e7c50d35", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Overwriting job.slurm\n" ] } ], "source": [ "%%writefile job.slurm\n", "#!/bin/bash\n", "#SBATCH --job-name=data_loader_tensorflow-eng\n", "##SBATCH --account=XXX@v100\n", "#SBATCH --nodes=1\n", "#SBATCH --ntasks-per-node=4\n", "#SBATCH --gres=gpu:4\n", "#SBATCH --cpus-per-task=10\n", "#SBATCH --hint=nomultithread\n", "#SBATCH --exclusive\n", "#SBATCH --time=00:30:00\n", "#SBATCH --output=data_loader_tensorflow.out\n", "#SBATCH --error=data_loader_tensorflow.err\n", "\n", "module load tensorflow-gpu/py3/2.4.1\n", "\n", "srun python -u tfr_places_loader.py" ] }, { "cell_type": "code", "execution_count": 65, "id": "4fabb31e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitted batch job 944810\n" ] } ], "source": [ "# submit job\n", "!sbatch job.slurm" ] }, { "cell_type": "code", "execution_count": 66, "id": "4431735f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "# should take about 30 sec\n", "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 67, "id": "5f751771", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " --- Running on 4 workers / 4 GPU ---\n", "------\n", "Config: num_epochs=3, batch_size=64, num_parallel_calls=-1,\n", " shuffling_buffer_size=5000, num_workers=4,\n", " prefetch_factor=-1\n", "------\n", "Dataset length = 15000\n", "Execution took 18.553792715072632 s\n" ] } ], "source": [ "# display output\n", "!cat data_loader_tensorflow.out" ] }, { "cell_type": "markdown", "id": "e5bf2d17", "metadata": {}, "source": [ "### Dataset in shared TFRecord format" ] }, { "cell_type": "markdown", "id": "525e0d74", "metadata": {}, "source": [ "**For large databases**, it is preferable to segment the dataset into multiple TFrecord files. In addition, this is advised when using **sharding** as it allows each worker to read only a part of the TFRecord files." ] }, { "cell_type": "markdown", "id": "bcae4a06", "metadata": {}, "source": [ "#### Creation and writing of the shared TFRecord" ] }, { "cell_type": "markdown", "id": "5997f2e3", "metadata": {}, "source": [ "**It is important that each part has the same number of samples** when using sharding in order to have the same number of batches in each process.\n", "\n", "In the code below, we are dividing it into 8 parts. For large datasets, it is preferable to divide them into higher numbers (128, 256, 512, … parts)" ] }, { "cell_type": "code", "execution_count": 68, "id": "ae8c94af", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(8, 1875)" ] }, "execution_count": 69, "metadata": {}, "output_type": "execute_result" } ], "source": [ "part_places365_path= np.array(places365_path).reshape(8,-1)\n", "part_places365_path.shape" ] }, { "cell_type": "code", "execution_count": 70, "id": "aca0be08", "metadata": {}, "outputs": [], "source": [ "part_dataset = [tf.data.Dataset.from_tensor_slices(part_places365_path[i]).map(parse_img, num_parallel_calls=1)\n", " for i in range(len(part_places365_path))]" ] }, { "cell_type": "code", "execution_count": 71, "id": "14249fde", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "1875it [00:05, 361.76it/s]\n", "1875it [00:05, 360.73it/s]\n", "1875it [00:09, 206.77it/s]\n", "1875it [00:10, 172.00it/s]\n", "1875it [00:10, 176.97it/s]\n", "1875it [00:10, 177.15it/s]\n", "1875it [00:10, 175.31it/s]\n", "1875it [00:10, 172.16it/s]\n" ] } ], "source": [ "part_record_file = [os.environ['SCRATCH']+f'/places365_{i}.tfrecords' for i in range(len(part_dataset))]\n", "\n", "# Write the raw image files to `images.tfrecords`.\n", "# First, process the two images into `tf.train.Example` messages.\n", "# Then, write to a `.tfrecords` file.\n", "\n", "for i in range(len(part_dataset)):\n", " with tf.io.TFRecordWriter(part_record_file[i]) as writer:\n", " for label, image in tqdm(iter(part_dataset[i])):\n", " tf_example = image_example(label, image)\n", " writer.write(tf_example.SerializeToString())\n" ] }, { "cell_type": "code", "execution_count": 72, "id": "f80650f9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['/gpfsscratch/idris/sos/ssos938/places365_4.tfrecords',\n", " '/gpfsscratch/idris/sos/ssos938/places365_2.tfrecords',\n", " '/gpfsscratch/idris/sos/ssos938/places365_7.tfrecords',\n", " '/gpfsscratch/idris/sos/ssos938/places365_0.tfrecords',\n", " '/gpfsscratch/idris/sos/ssos938/places365_3.tfrecords',\n", " '/gpfsscratch/idris/sos/ssos938/places365_5.tfrecords',\n", " '/gpfsscratch/idris/sos/ssos938/places365_1.tfrecords',\n", " '/gpfsscratch/idris/sos/ssos938/places365_6.tfrecords']" ] }, "execution_count": 73, "metadata": {}, "output_type": "execute_result" } ], "source": [ "glob.glob(os.environ['SCRATCH']+'/places365_*.tfrecords')" ] }, { "cell_type": "markdown", "id": "bac1a1d5", "metadata": {}, "source": [ "#### Reading and loading the TFRecords" ] }, { "cell_type": "markdown", "id": "24355519", "metadata": {}, "source": [ "### Creation of the dataloading python script - optimised version " ] }, { "cell_type": "code", "execution_count": 74, "id": "48da7e34", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Overwriting tfr_places_loader.py\n" ] } ], "source": [ "%%writefile tfr_places_loader.py \n", "import tensorflow as tf\n", "import idr_tf # IDRIS package available in all TensorFlow modules\n", "import os\n", "import glob\n", "import random\n", "import time\n", "\n", "devices = tf.config.experimental.list_physical_devices(\"GPU\")\n", "nb_devices = len(devices)\n", "if idr_tf.rank == 0:\n", " print(f' --- Running on {idr_tf.size} workers / {nb_devices} GPU ---')\n", "\n", "IMG_WIDTH=320\n", "IMG_HEIGHT=320\n", "def decode_img(eg):\n", " example = tf.io.parse_example(\n", " eg[tf.newaxis], {\n", " 'height': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'width': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'depth': tf.io.FixedLenFeature(shape=(), dtype=tf.int64),\n", " 'label': tf.io.FixedLenFeature(shape=(), dtype=tf.string),\n", " 'image_raw': tf.io.FixedLenFeature(shape=(), dtype=tf.string)\n", " })\n", " img, label = example['image_raw'][0], example['label'][0]\n", " img = tf.image.decode_jpeg(img, channels=3)\n", " img = tf.image.convert_image_dtype(img, tf.float32)\n", " img = tf.image.resize(img, [IMG_WIDTH, IMG_HEIGHT])\n", " img = tf.image.per_image_standardization(img)\n", " return label, img\n", "\n", "# Create a random generator\n", "rng = tf.random.Generator.from_seed(123, alg='philox')\n", "def randomized_preprocessing(label, img):\n", " # randomly adjust image contrast - Data Augmentation\n", " contrast_factor = random.random() + 1.0\n", " img = tf.image.adjust_contrast(img,contrast_factor=contrast_factor)\n", " img = tf.image.stateless_random_flip_left_right(img,rng.make_seeds(2)[0])\n", " return label, img\n", "\n", "# configuration\n", "num_epochs = 3\n", "batch_size = 64\n", "shuffling_buffer_size = 5000\n", "num_parallel_calls = tf.data.AUTOTUNE\n", "prefetch_factor = tf.data.AUTOTUNE\n", "\n", "if idr_tf.rank == 0:\n", " print(f'------')\n", " print(f'Config: num_epochs={num_epochs}, batch_size={batch_size}, num_parallel_calls={num_parallel_calls},') \n", " print(f' shuffling_buffer_size={shuffling_buffer_size}, num_workers={idr_tf.size},')\n", " print(f' prefetch_factor={prefetch_factor}')\n", " print(f'------')\n", "\n", "\n", "# Search the length of dataset\n", "places365_path = glob.glob(os.environ['DSDIR']+\"/Places365-Standard/data_large/a/air*/**/*.jpg\", recursive=True)\n", "dataset = tf.data.Dataset.from_tensor_slices(places365_path)\n", "if idr_tf.rank == 0:\n", " print(f'Dataset length = {len(dataset)}')\n", " \n", "# Load the unique TFRecord Dataset\n", "\n", "tfr_dataset = tf.data.Dataset.list_files(os.environ['SCRATCH']+'/places365_*.tfrecords')\n", "num_workers = idr_tf.size\n", "worker_index = idr_tf.rank\n", "tfr_dataset = (tfr_dataset.shard(num_workers,worker_index)\n", " .shuffle(shuffling_buffer_size)\n", " .interleave(tf.data.TFRecordDataset, cycle_length=idr_tf.cpus_per_task, block_length=1)\n", " .map(decode_img, num_parallel_calls=num_parallel_calls, deterministic=False)\n", " .cache()\n", " .map(randomized_preprocessing, num_parallel_calls=num_parallel_calls,deterministic=False)\n", " .batch(batch_size, drop_remainder=True)\n", " .prefetch(prefetch_factor)\n", " )\n", " \n", "start_time = time.time()\n", " \n", "for epoch in range(num_epochs):\n", " for label, img in tfr_dataset:\n", " a = 1 # emulate some action\n", " \n", " \n", "end_time = time.time()\n", "if idr_tf.rank == 0:\n", " print(f'Execution took {end_time - start_time} s')" ] }, { "cell_type": "code", "execution_count": 75, "id": "0d49f6dd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Submitted batch job 944850\n" ] } ], "source": [ "# submit job\n", "!sbatch job.slurm" ] }, { "cell_type": "code", "execution_count": 76, "id": "146cb7f2", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " Done!\n" ] } ], "source": [ "# should take about 30 sec\n", "display_slurm_queue()" ] }, { "cell_type": "code", "execution_count": 77, "id": "68788683", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " --- Running on 4 workers / 4 GPU ---\n", "------\n", "Config: num_epochs=3, batch_size=64, num_parallel_calls=-1,\n", " shuffling_buffer_size=5000, num_workers=4,\n", " prefetch_factor=-1\n", "------\n", "Dataset length = 15000\n", "Execution took 18.44744610786438 s\n" ] } ], "source": [ "# display output\n", "!cat data_loader_tensorflow.out" ] }, { "cell_type": "code", "execution_count": 78, "id": "c23b83fc", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 79, "id": "57b01ae6", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 80, "id": "761367fb", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "tensorflow-gpu-2.4.1", "language": "python", "name": "module-conda-env-tensorflow-gpu-2.4.1" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.9" } }, "nbformat": 4, "nbformat_minor": 5 }