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Python Data Cleaning Cookbook - Second Edition

You're reading from   Python Data Cleaning Cookbook - Second Edition Prepare your data for analysis with pandas, NumPy, Matplotlib, scikit-learn, and OpenAI

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Product type Book
Published in May 2024
Publisher Packt
ISBN-13 9781803239873
Pages 486 pages
Edition 2nd Edition
Languages
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Author (1):
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Michael Walker Michael Walker
Author Profile Icon Michael Walker
Michael Walker
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Table of Contents (14) Chapters Close

Preface 1. Anticipating Data Cleaning Issues When Importing Tabular Data with pandas FREE CHAPTER 2. Anticipating Data Cleaning Issues When Working with HTML, JSON, and Spark Data 3. Taking the Measure of Your Data 4. Identifying Outliers in Subsets of Data 5. Using Visualizations for the Identification of Unexpected Values 6. Cleaning and Exploring Data with Series Operations 7. Identifying and Fixing Missing Values 8. Encoding, Transforming, and Scaling Features 9. Fixing Messy Data When Aggregating 10. Addressing Data Issues When Combining DataFrames 11. Tidying and Reshaping Data 12. Automate Data Cleaning with User-Defined Functions, Classes, and Pipelines 13. Index

Encoding, Transforming, and Scaling Features

Our data cleaning efforts are often intended to prepare that data for use with a machine learning algorithm. Machine learning algorithms typically require some form of encoding of variables. Our models also often perform better with some form of scaling so that features with higher variability do not overwhelm the optimization. We show examples of that in this chapter and of how standardizing addresses the issue.

Machine learning algorithms typically require some form of encoding of variables. We almost always need to encode our features for algorithms to understand them correctly. For example, most algorithms cannot make sense of the values female or male, or know not to treat zip codes as ordinal. Although not typically necessary, scaling is often a very good idea when we have features with vastly different ranges. When we are using algorithms that assume a Gaussian distribution of our features, some form of transformation may be...

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