💥💥💥 How to start with PyTorch (machine learning) ?

PyTorch is a popular open-source machine learning framework that allows you to create and train neural networks with ease. PyTorch has a rich set of tutorials and documentation that can help you get started with the basics of PyTorch, such as tensors, datasets, models, autograd, optimization, and more. Here are some resources that you can use to learn PyTorch:

  • Welcome to PyTorch Tutorials: This is the official PyTorch tutorial website that contains a variety of tutorials for different levels and domains of PyTorch users. You can find tutorials on topics such as vision, text, audio, reinforcement learning, production, etc. You can also run the tutorials on Google Colab or Microsoft Learn with a single click.
  • Learn the Basics: This is a step-by-step guide to building a complete machine learning workflow with PyTorch. You will learn how to load data, build deep neural networks, train and save your models in this quickstart guide. This tutorial is also available in other languages, such as Korean and Japanese.
  • Introduction to PyTorch - YouTube Series: This is a video series on YouTube that introduces the fundamental concepts of PyTorch through self-contained examples. You will learn how to use PyTorch to perform tasks such as image classification, text generation, style transfer, etc.

I hope these resources will help you get started with PyTorch and enjoy the process of learning and creating with machine learning. 


Can you recommend some books for learning PyTorch?

Sure, I can recommend some books for learning PyTorch. PyTorch is a powerful and flexible machine learning framework that allows you to create and train neural networks with ease. Whether you are a beginner or an expert, there are many books that can help you learn PyTorch and apply it to various domains and applications. Here are some of the best PyTorch books that I found on the web:

  • Learn PyTorch for Deep Learning: Zero to Mastery book: This is an online book version of the Learn PyTorch for Deep Learning: Zero to Mastery course. This book will teach you the foundations of machine learning and deep learning with PyTorch through self-contained examples and exercises. You will learn how to use PyTorch to perform tasks such as image classification, text generation, style transfer, and more. This book is also available in other languages, such as Korean and Japanese.
  • 20 Best PyTorch Books of All Time - BookAuthority: This is a list of 20 best PyTorch books recommended by experts such as Kirk Borne and Santiago. You can find books on topics such as vision, text, audio, reinforcement learning, production, etc. Some of the books in this list are:
    • Deep Learning with PyTorch: Build, train, and tune neural networks using Python tools by Eli Stevens, Luca Antiga, and Thomas Viehmann. This book will teach you how to use PyTorch to build deep learning models from scratch or using pre-trained models. You will also learn how to use tools such as TorchVision, TorchText, and TorchAudio to work with different types of data.
    • [Programming PyTorch for Deep Learning: Creating and Deploying Deep Learning Applications] by Ian Pointer. This book will show you how to use PyTorch to create and deploy deep learning applications on various platforms such as web, mobile, and cloud. You will also learn how to use libraries such as Ignite, Hydra, and FastAPI to simplify your development process.
    • [Natural Language Processing with PyTorch: Build Intelligent Language Applications Using Deep Learning] by Delip Rao and Brian McMahan. This book will help you understand the concepts and techniques of natural language processing (NLP) using PyTorch. You will learn how to use PyTorch to build NLP applications such as sentiment analysis, machine translation, text summarization, and more.
  • 12 Best New PyTorch Books To Read In 2023 - BookAuthority: This is a list of 12 new PyTorch books that you should read in 2023. These books cover the latest developments and trends in PyTorch and machine learning. Some of the books in this list are:
    • [MLOps Engineering at Scale: Building Production-Ready Machine Learning Systems with Python] by Luca Bianchi and Francesco Pochetti. This book will teach you how to apply MLOps principles and practices to build scalable and reliable machine learning systems with Python. You will learn how to use tools such as PyTorch Lightning, MLflow, DVC, Kubeflow, and more to automate your machine learning workflow.
    • [Scaling Machine Learning with Spark: Distributed Training with Apache Spark MLlib] by Alexey Grigorev. This book will show you how to use Apache Spark MLlib to scale your machine learning models using distributed computing. You will learn how to use Spark MLlib to train models on large datasets, integrate with other frameworks such as TensorFlow and PyTorch, and deploy your models on the cloud or on-premise.
    • [PyTorch Computer Vision Cookbook: Over 70 recipes to master the art of computer vision with deep learning using Python] by Michael Avendi. This book will provide you with over 70 recipes to solve various computer vision problems using PyTorch. You will learn how to use PyTorch to work with images, videos, face detection, face recognition, object detection, object tracking, semantic segmentation, instance segmentation, pose estimation, action recognition, and more.
How to install PyTorch ?

There are different ways to install PyTorch on your system, depending on your preferences and requirements. PyTorch is a popular open-source machine learning framework that allows you to create and train neural networks with ease. PyTorch supports various operating systems, such as Windows, Linux, and Mac OS, and various package managers, such as Anaconda and pip. PyTorch also supports different versions of Python and CUDA, which are the main dependencies for PyTorch.

One of the easiest ways to install PyTorch is to use the official PyTorch website1, which provides a simple interface to select your preferences and generate the install command. You can choose the PyTorch build (stable or preview), your operating system, your package manager (conda or pip), your language (Python or C++/Java), and your compute platform (CPU or CUDA). For example, if you want to install the stable version of PyTorch for Python 3.8 on Windows 10 with pip and CUDA 11.8, you can run the following command in your terminal:

pip3 install torch torchvision torchaudio --index-url [4](https://download.pytorch.org/whl/cu118)

Another way to install PyTorch is to use the Start Locally2 page on the PyTorch website, which provides more detailed instructions for different operating systems and package managers. You can find the prerequisites, such as Python and CUDA versions, for each system and the steps to install PyTorch using conda or pip. For example, if you want to install PyTorch on Windows using Anaconda, you will need to open an Anaconda prompt and run the following command:

conda install pytorch torchvision torchaudio cudatoolkit=11.8 -c pytorch

A third way to install PyTorch is to follow a tutorial that guides you through the installation process and shows you how to use PyTorch for a specific task or application. For example, you can check out this tutorial3 by DigitalOcean, which teaches you how to install PyTorch on Ubuntu 20.04 using pip and how to use PyTorch for image classification. This approach can help you learn PyTorch while installing it and also validate your installation by running a short PyTorch program.

I hope these methods will help you install PyTorch successfully and enjoy the process of learning and creating with machine learning. 

How do I check if PyTorch is installed correctly?

There are several ways to check if PyTorch is installed correctly on your system. One of the easiest ways is to use Python code to import the torch library and check the version. You can do this by opening a terminal or command prompt and running the following commands:

python3 import torch; torch.__version__

The output should print the installed PyTorch version along with the CUDA version, if applicable. For example, 1.9.0+cu102 means the PyTorch version is 1.9.0, and the CUDA version is 10.21.

Another way to check if PyTorch is installed correctly is to use the package manager that you used to install PyTorch, such as pip or conda. You can use the pip list or conda list commands to see the list of installed packages and their versions. You can also use the pip show or conda info commands to get more detailed information about a specific package, such as PyTorch2.

A third way to check if PyTorch is installed correctly is to run a simple PyTorch program that performs a basic operation, such as creating a tensor or performing a matrix multiplication. You can use your favorite Python IDE or code editor to write and run the program, or you can use an online platform such as Google Colab or Microsoft Learn that supports PyTorch. If the program runs without any errors and produces the expected output, then you can be confident that PyTorch is working properly on your system3.

What is a tensor in PyTorch?

In PyTorch, a tensor is a multi-dimensional matrix containing elements of a single data type. Tensors are the central data structures of PyTorch and are used for storing data and performing operations on them. They are similar to arrays in other programming languages but come with additional functionality to support the computation needs of machine learning and deep learning.

Tensors can be created from Python lists or sequences using the torch.tensor() constructor, which always copies data. If you have a numpy array and want to avoid a copy, you can use torch.as_tensor(). Tensors can also be created with specific sizes using various creation operations like torch.zeros(), torch.ones(), or torch.rand() for random initialization.

PyTorch defines several tensor types with CPU and GPU variants, such as 32-bit floating point (torch.float32), 64-bit floating point (torch.float64), 16-bit floating point (torch.float16), 8-bit integer (signed and unsigned), 16-bit integer, 32-bit integer, 64-bit integer, and Boolean tensors. This allows for flexibility in the precision and range of the numerical values stored in the tensors.

For more detailed information about tensors, including their properties and operations, you can refer to the PyTorch documentation or PyTorch tutorials that provide an in-depth introduction to the torch.Tensor class12.

How do I perform operations on tensors in PyTorch?

PyTorch provides a variety of operations that you can perform on tensors, such as arithmetic, logical, linear algebra, reduction, indexing, slicing, joining, mutating, etc. You can use these operations to manipulate the shape, size, values, and data type of your tensors. PyTorch also supports automatic differentiation, which allows you to compute gradients of tensor operations with respect to some parameters.

To perform operations on tensors in PyTorch, you can use either the functional API or the method API. The functional API is a collection of functions that are attached to the torch module and take one or more tensors as input and return one or more tensors as output. For example, you can use the torch.add() function to add two tensors element-wise:

>>> a = torch.tensor( [ [1, 2], [3, 4]]) >>> b = torch.tensor( [ [5, 6], [7, 8]]) >>> c = torch.add(a, b) >>> c tensor ( [ [ 6, 8], [10, 12]])

The method API is a collection of methods that are attached to the tensor objects and modify the tensor in-place or return a new tensor. For example, you can use the add() method to add another tensor to the current tensor:

>>> a = torch.tensor( [ [1, 2], [3, 4]]) >>> b = torch.tensor( [ [5, 6], [7, 8]]) >>> a.add(b) tensor ( [ [ 6, 8], [10, 12]]) >>> a.add_(b) tensor ( [ [ 6, 8], [10, 12]]) >>> a tensor ( [ [ 6, 8], [10, 12]])

Note that methods that end with an underscore (_) modify the tensor in-place and do not return anything. Methods that do not end with an underscore return a new tensor and do not modify the original tensor.

For more information about the operations on tensors in PyTorch, you can refer to the following resources:

  • The official PyTorch documentation1 provides a comprehensive list of all the available tensor operations and their descriptions.
  • The official PyTorch tutorials2 provide an in-depth introduction to the basic concepts and features of PyTorch, such as tensors, autograd, models, etc.
  • The Introduction to PyTorch Tensors3 tutorial provides a detailed explanation of how to create and manipulate tensors using various examples and exercises.
  • The torch.Tensor page provides an overview of the torch.Tensor class and its properties and methods.
How do I compute gradients of tensor operations in PyTorch?

To compute gradients of tensor operations in PyTorch, you can use the torch.autograd module, which provides automatic differentiation for all operations on tensors. The torch.autograd module tracks the history of all operations involving tensors that have requires_grad=True and creates a directed acyclic graph (DAG) of the computations. When you call the backward() method on a tensor, the torch.autograd module traverses the DAG from that tensor and computes the gradients of all the tensors that have requires_grad=True using the chain rule.

For example, suppose you have two tensors x and y that have requires_grad=True, and you want to compute the gradient of the function z = x * y + x ** 2 with respect to both x and y. You can do this as follows:

import torch

x = torch.tensor(2.0, requires_grad=True) y = torch.tensor(3.0, requires_grad=True)

z = x * y + x ** 2 z.backward()

print(x.grad) # prints tensor(7.) print(y.grad) # prints tensor(2.)

The backward() method computes the gradient of z with respect to its inputs and stores them in the grad attribute of the tensors. You can access the gradients using the grad attribute or use them for further computations.

For more information about how to compute gradients in PyTorch, you can refer to the following resources:


How do I use gradients for optimization in PyTorch?

To use gradients for optimization in PyTorch, you need to follow these steps:

  • Create an optimizer object that will hold the current state and update the parameters based on the computed gradients. You can choose from various optimization algorithms that are available in the torch.optim module, such as Stochastic Gradient Descent (SGD), Adam, RMSprop, etc. You can also specify different options for each optimizer, such as the learning rate, weight decay, momentum, etc. For example, to create an SGD optimizer with a learning rate of 0.01 and a momentum of 0.9, you can use the following code:

optimizer = torch.optim.SGD(model.parameters(), lr=0.01, momentum=0.9)

  • In each iteration of your training loop, you need to perform the following substeps:
    • Clear the gradients of all optimized tensors by calling optimizer.zero_grad(). This is necessary because by default, gradients are accumulated in buffers (i.e., not overwritten) whenever .backward() is called.
    • Compute the loss using your model and the data. The loss is a scalar value that measures how well your model fits the data.
    • Call loss.backward() to compute the gradients of the loss with respect to the model parameters. This will populate the .grad attributes of the tensors that have requires_grad=True.
    • Call optimizer.step() to update the model parameters using the gradients. This will apply the optimization algorithm (e.g., SGD) to modify the values of the parameters.

For example, suppose you have a model called model, a loss function called loss_fn, and a dataset called dataset. You can use the following code to train your model using gradients and optimization:

for input, target in dataset: optimizer.zero_grad() output = model(input) loss = loss_fn(output, target) loss.backward() optimizer.step()

For more information about how to use gradients and optimization in PyTorch, you can refer to the following resources:

How do I choose the right optimization algorithm in PyTorch?

Choosing the right optimization algorithm in PyTorch depends on several factors, such as the type and size of your model, the complexity and noise of your data, the speed and accuracy of your convergence, and the computational resources available. There is no definitive answer to this question, as different optimization algorithms may have different advantages and disadvantages for different scenarios. However, here are some general guidelines that may help you decide:

  • If you have a simple and small model that can fit in memory, you can use the classic Stochastic Gradient Descent (SGD) algorithm, which updates the model parameters using a fixed learning rate and a mini-batch of data. SGD is easy to implement and understand, and can achieve good results with proper tuning of the learning rate and the batch size. However, SGD can be slow to converge and sensitive to the choice of the learning rate, which may require manual adjustment or annealing strategies. You can use the torch.optim.SGD class to implement SGD in PyTorch1.
  • If you have a complex and large model that requires adaptive learning rates for different parameters, you can use the Adam algorithm, which combines the ideas of momentum and adaptive gradient descent. Adam computes individual learning rates for each parameter based on the estimates of the first and second moments of the gradients. Adam can handle sparse gradients, noisy data, and high-dimensional problems well, and often converges faster than SGD. However, Adam may also suffer from some drawbacks, such as losing generalization ability, diverging in some cases, and requiring more memory. You can use the torch.optim.Adam class to implement Adam in PyTorch1.
  • If you have a non-linear least-squares problem that involves minimizing a sum of squared error terms, you can use the Gauss-Newton or Levenberg-Marquardt algorithms, which are based on linearizing the objective function around the current parameter values and solving a linear system to update the parameters. These algorithms can exploit the structure of the problem and achieve fast and accurate convergence. However, they may also face some challenges, such as requiring the computation of Jacobians or Hessians, being sensitive to outliers or ill-conditioning, and having difficulty with constraints or regularization. You can use the torchimize package to implement these algorithms in PyTorch2.

These are some of the most common optimization algorithms that you can use in PyTorch, but there are also many other options that you can explore, such as RMSprop, Adagrad, Adadelta, Nesterov momentum, etc. You can find more information about these algorithms and their implementations in PyTorch in the following resources:

I hope these guidelines will help you choose the right optimization algorithm for your PyTorch model and improve your performance and results.

How do I tune the hyperparameters of an optimization algorithm in PyTorch?

To tune the hyperparameters of an optimization algorithm in PyTorch, you can use the Ray Tune library, which is an industry standard tool for distributed hyperparameter tuning. Ray Tune integrates with PyTorch and provides various features, such as:

  • The latest hyperparameter search algorithms, such as random search, grid search, Bayesian optimization, population-based training, etc.
  • Integration with TensorBoard and other analysis libraries for visualization and debugging.
  • Native support for distributed training through Ray’s distributed machine learning engine.
  • Checkpointing and fault tolerance for long-running experiments.

To use Ray Tune with PyTorch, you need to follow these steps:

  • Install the ray[tune] and torchvision packages using pip or conda.
  • Wrap your data loading and training code in functions that take a config dictionary as input. The config dictionary contains the hyperparameters that you want to tune, such as the learning rate, the batch size, the layer sizes, etc. You can also use the tune.report() function to report the metrics that you want to optimize, such as the loss or the accuracy.
  • Define the search space for your hyperparameters using the tune.grid_search(), tune.uniform(), tune.loguniform(), or other sampling functions. You can also specify the number of trials, the stopping criteria, and the scheduler for your experiment.
  • Create a tune.run() function call that passes your data loading and training functions, your search space, and other options. This will start the hyperparameter tuning process and return the best trial and its results.

For more details and examples on how to use Ray Tune with PyTorch, you can refer to the following resources:

  • Hyperparameter tuning with Ray Tune: This is an official PyTorch tutorial that shows you how to integrate Ray Tune into your PyTorch training workflow using a CIFAR10 image classifier example.
  • Ray Tune Documentation: This is the official documentation of Ray Tune that provides a comprehensive overview of its features and usage.
  • Ray Tune Examples: This is a GitHub repository that contains various examples of using Ray Tune with different frameworks and applications, including PyTorch.

What is the difference between hyperparameters and parameters in PyTorch?

Hyperparameters and parameters are two types of variables that are involved in the design and training of a neural network in PyTorch. The main difference between them is that hyperparameters are set manually by the user before the training process, while parameters are learned automatically by the model during the training process.

Hyperparameters are the variables that control the behavior and performance of the model, such as the number and size of the layers, the learning rate, the batch size, the activation functions, the regularization methods, etc. Hyperparameters are not directly related to the data or the model structure, but they affect how the model learns from the data and how well it generalizes to new data. Hyperparameters are usually tuned by using various search methods, such as grid search, random search, or Bayesian optimization, to find the optimal values that minimize the loss function or maximize some evaluation metric.

Parameters are the variables that represent the weights and biases of the neural network, such as the values of the matrices and vectors that connect the layers. Parameters are directly related to the data and the model structure, and they determine how the model transforms the input into the output. Parameters are initialized randomly or with some predefined values, and then updated iteratively by using an optimization algorithm, such as stochastic gradient descent (SGD), Adam, or RMSprop, to reduce the error between the model output and the target output.

For more information about hyperparameters and parameters in PyTorch, you can refer to these resources:

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