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The Deep Learning Architect's Handbook

You're reading from   The Deep Learning Architect's Handbook Build and deploy production-ready DL solutions leveraging the latest Python techniques

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Product type Paperback
Published in Dec 2023
Publisher Packt
ISBN-13 9781803243795
Length 516 pages
Edition 1st Edition
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Author (1):
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Ee Kin Chin Ee Kin Chin
Author Profile Icon Ee Kin Chin
Ee Kin Chin
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Table of Contents (25) Chapters Close

Preface 1. Part 1 – Foundational Methods
2. Chapter 1: Deep Learning Life Cycle FREE CHAPTER 3. Chapter 2: Designing Deep Learning Architectures 4. Chapter 3: Understanding Convolutional Neural Networks 5. Chapter 4: Understanding Recurrent Neural Networks 6. Chapter 5: Understanding Autoencoders 7. Chapter 6: Understanding Neural Network Transformers 8. Chapter 7: Deep Neural Architecture Search 9. Chapter 8: Exploring Supervised Deep Learning 10. Chapter 9: Exploring Unsupervised Deep Learning 11. Part 2 – Multimodal Model Insights
12. Chapter 10: Exploring Model Evaluation Methods 13. Chapter 11: Explaining Neural Network Predictions 14. Chapter 12: Interpreting Neural Networks 15. Chapter 13: Exploring Bias and Fairness 16. Chapter 14: Analyzing Adversarial Performance 17. Part 3 – DLOps
18. Chapter 15: Deploying Deep Learning Models to Production 19. Chapter 16: Governing Deep Learning Models 20. Chapter 17: Managing Drift Effectively in a Dynamic Environment 21. Chapter 18: Exploring the DataRobot AI Platform 22. Chapter 19: Architecting LLM Solutions 23. Index 24. Other Books You May Enjoy

Building a CNN autoencoder

Let’s start by going through what a transpose convolution is. Figure 5.3 shows an example transpose convolution operation on a 2x2 sized input with a 2x2 sized convolutional filter, with a stride of 1.

Figure 5.3 – A transposed convolutional filter operation

Figure 5.3 – A transposed convolutional filter operation

In Figure 5.3, note that each of the 2x2 input data is marked with a number from 1 to 4. These numbers are used to map the output results, presented as 3x3 outputs. The convolutional kernel applies each of its weights individually to every value in the input data in a sliding window manner, and the outputs from the four convolutional operations are presented in the bottom part of the figure. After the operation is done, each of the outputs will be elementwise added to form the final output and subjected to a bias. This example process depicts how a 2x2 input can be scaled up to a 3x3 data size without relying completely on padding.

Let’s implement...

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