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Machine Learning Model Serving Patterns and Best Practices

You're reading from   Machine Learning Model Serving Patterns and Best Practices A definitive guide to deploying, monitoring, and providing accessibility to ML models in production

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Product type Paperback
Published in Dec 2022
Publisher Packt
ISBN-13 9781803249902
Length 336 pages
Edition 1st Edition
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Author (1):
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Md Johirul Islam Md Johirul Islam
Author Profile Icon Md Johirul Islam
Md Johirul Islam
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Table of Contents (22) Chapters Close

Preface 1. Part 1:Introduction to Model Serving
2. Chapter 1: Introducing Model Serving FREE CHAPTER 3. Chapter 2: Introducing Model Serving Patterns 4. Part 2:Patterns and Best Practices of Model Serving
5. Chapter 3: Stateless Model Serving 6. Chapter 4: Continuous Model Evaluation 7. Chapter 5: Keyed Prediction 8. Chapter 6: Batch Model Serving 9. Chapter 7: Online Learning Model Serving 10. Chapter 8: Two-Phase Model Serving 11. Chapter 9: Pipeline Pattern Model Serving 12. Chapter 10: Ensemble Model Serving Pattern 13. Chapter 11: Business Logic Pattern 14. Part 3:Introduction to Tools for Model Serving
15. Chapter 12: Exploring TensorFlow Serving 16. Chapter 13: Using Ray Serve 17. Chapter 14: Using BentoML 18. Part 4:Exploring Cloud Solutions
19. Chapter 15: Serving ML Models using a Fully Managed AWS Sagemaker Cloud Solution 20. Index 21. Other Books You May Enjoy

Introducing the pipeline pattern

In the pipeline pattern, we create a pipeline to serve an ML model. Instead of all the steps of an ML pipeline happening in a central place, the steps are separated to occur in different stages of a pipeline. A pipeline is a collection of a number of stages in the form of a directed acyclic graph (DAG). We will start by describing DAGs in the following subsection and then gradually describe how the pipeline is formed by connecting different stages as a DAG.

A DAG

A DAG is a graph where the vertices are connected by directed edges, and no path in the graph forms a cycle. A path is a sequence of edges in a graph. A path forms a cycle if the start and end nodes of the path are the same. The directions of the edges are denoted by arrows. Nodes in the DAG are represented by circles. To understand DAGs graphically, let’s see a few graphs that are not DAGs.

First of all, let’s look at the graph in Figure 9.1. This graph is not a DAG...

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