Book Image

Python Deep Learning - Third Edition

By : Ivan Vasilev
4 (1)
Book Image

Python Deep Learning - Third Edition

4 (1)
By: Ivan Vasilev

Overview of this book

The field of deep learning has developed rapidly recently and today covers a broad range of applications. This makes it challenging to navigate and hard to understand without solid foundations. This book will guide you from the basics of neural networks to the state-of-the-art large language models in use today. The first part of the book introduces the main machine learning concepts and paradigms. It covers the mathematical foundations, the structure, and the training algorithms of neural networks and dives into the essence of deep learning. The second part of the book introduces convolutional networks for computer vision. We’ll learn how to solve image classification, object detection, instance segmentation, and image generation tasks. The third part focuses on the attention mechanism and transformers – the core network architecture of large language models. We’ll discuss new types of advanced tasks they can solve, such as chatbots and text-to-image generation. By the end of this book, you’ll have a thorough understanding of the inner workings of deep neural networks. You'll have the ability to develop new models and adapt existing ones to solve your tasks. You’ll also have sufficient understanding to continue your research and stay up to date with the latest advancements in the field.
Table of Contents (17 chapters)
1
Part 1:Introduction to Neural Networks
5
Part 2: Deep Neural Networks for Computer Vision
8
Part 3: Natural Language Processing and Transformers
13
Part 4: Developing and Deploying Deep Neural Networks

Advanced types of convolutions

So far, we’ve discussed the “classic” convolutional operation. In this section, we’ll introduce several new variations and their properties.

1D, 2D, and 3D convolutions

In this chapter, we’ve used 2D convolutions because computer vision with two-dimensional images is the most common CNN application. But we can also have 1D and 3D convolutions, where the units are arranged in one-dimensional or three-dimensional space, respectively. In all cases, the filter has the same number of dimensions as the input, and the weights are shared across the input. For example, we would use 1D convolution with time series data because the values are arranged across a single time axis. In the following diagram, on the left, we can see an example of 1D convolution:

Figure 4.12 –1D convolution (left); 3D convolution (right)

Figure 4.12 –1D convolution (left); 3D convolution (right)

The weights with the same dashed lines share the same value. The output...