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Building Data Science Solutions with Anaconda

You're reading from   Building Data Science Solutions with Anaconda A comprehensive starter guide to building robust and complete models

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Product type Paperback
Published in May 2022
Publisher Packt
ISBN-13 9781800568785
Length 330 pages
Edition 1st Edition
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Author (1):
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Dan Meador Dan Meador
Author Profile Icon Dan Meador
Dan Meador
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Table of Contents (16) Chapters Close

Preface 1. Part 1: The Data Science Landscape – Open Source to the Rescue
2. Chapter 1: Understanding the AI/ML landscape FREE CHAPTER 3. Chapter 2: Analyzing Open Source Software 4. Chapter 3: Using the Anaconda Distribution to Manage Packages 5. Chapter 4: Working with Jupyter Notebooks and NumPy 6. Part 2: Data Is the New Oil, Models Are the New Refineries
7. Chapter 5: Cleaning and Visualizing Data 8. Chapter 6: Overcoming Bias in AI/ML 9. Chapter 7: Choosing the Best AI Algorithm 10. Chapter 8: Dealing with Common Data Problems 11. Part 3: Practical Examples and Applications
12. Chapter 9: Building a Regression Model with scikit-learn 13. Chapter 10: Explainable AI - Using LIME and SHAP 14. Chapter 11: Tuning Hyperparameters and Versioning Your Model 15. Other Books You May Enjoy

Summary

Throughout this chapter, you gained insights into how interpretability and explainability fit into the picture of a healthy model and a robust data science workflow. We saw how they are important not just for creating a great model, but also for business, moral, and legal reasons.

We checked back into the algorithms from earlier chapters, such as decision trees, and saw that they have a great advantage not only in accuracy but also in their ability to be interpreted by the data scientists creating them.

Later, we saw how even despite the suggestion that simpler models should be considered first, black box models are quite common, so we should still be able to interpret models such as random forests. With that in mind, you saw how LIME can be a great tool to turn that black box into a more transparent version of itself by assuming that linear relationships can be found when zooming in on the global space.

Finally, we checked out SHAP, which builds on Shapley values...

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