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Applied Deep Learning on Graphs

You're reading from   Applied Deep Learning on Graphs Leveraging Graph Data to Generate Impact Using Specialized Deep Learning Architectures

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Product type Paperback
Published in Dec 2024
Publisher Packt
ISBN-13 9781835885963
Length
Edition 1st Edition
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Authors (2):
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Lakshya Khandelwal Lakshya Khandelwal
Author Profile Icon Lakshya Khandelwal
Lakshya Khandelwal
Subhajoy Das Subhajoy Das
Author Profile Icon Subhajoy Das
Subhajoy Das
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Toc

Table of Contents (19) Chapters Close

Preface 1. Part 1: Foundations of Graph Learning FREE CHAPTER
2. Chapter 1: Introduction to Graph Learning 3. Chapter 2: Graph Learning in the Real World 4. Chapter 3: Graph Representation Learning 5. Part 2: Advanced Graph Learning Techniques
6. Chapter 4: Deep Learning Models for Graphs 7. Chapter 5: Graph Deep Learning Challenges 8. Chapter 6: Harnessing Large Language Models for Graph Learning 9. Part 3: Practical Applications and Implementation
10. Chapter 7: Graph Deep Learning in Practice 11. Chapter 8: Graph Deep Learning for Natural Language Processing 12. Chapter 9: Building Recommendation Systems Using Graph Deep Learning 13. Chapter 10: Graph Deep Learning for Computer Vision 14. Part 4: Future Directions
15. Chapter 11: Emerging Applications 16. Chapter 12: The Future of Graph Learning 17. Index 18. Other Books You May Enjoy

Graph construction for visual data

Constructing graphs from visual data is a crucial step in applying graph-based methods to CV tasks. The choice of graph construction method can significantly impact the performance and interpretability of downstream tasks. This section explores various approaches to graph construction, each suited to different types of visual data and problem domains.

Pixel-level graphs

Pixel-level graphs represent images at their most granular level, with each pixel serving as a node in the graph. Edges are typically formed between neighboring pixels, creating a grid-like structure that mirrors the original image. This approach preserves fine-grained spatial information but can lead to large, computationally expensive graphs for high-resolution images.

For example, in a 100x100 pixel image, we would create a graph with 10,000 nodes. Each node might be connected to its four or eight nearest neighbors, depending on whether we consider diagonal connections...

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