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Python Data Cleaning and Preparation Best Practices

You're reading from   Python Data Cleaning and Preparation Best Practices A practical guide to organizing and handling data from various sources and formats using Python

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Product type Paperback
Published in Sep 2024
Publisher Packt
ISBN-13 9781837634743
Length 456 pages
Edition 1st Edition
Languages
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Author (1):
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Maria Zervou Maria Zervou
Author Profile Icon Maria Zervou
Maria Zervou
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Table of Contents (19) Chapters Close

Preface 1. Part 1: Upstream Data Ingestion and Cleaning
2. Chapter 1: Data Ingestion Techniques FREE CHAPTER 3. Chapter 2: Importance of Data Quality 4. Chapter 3: Data Profiling – Understanding Data Structure, Quality, and Distribution 5. Chapter 4: Cleaning Messy Data and Data Manipulation 6. Chapter 5: Data Transformation – Merging and Concatenating 7. Chapter 6: Data Grouping, Aggregation, Filtering, and Applying Functions 8. Chapter 7: Data Sinks 9. Part 2: Downstream Data Cleaning – Consuming Structured Data
10. Chapter 8: Detecting and Handling Missing Values and Outliers 11. Chapter 9: Normalization and Standardization 12. Chapter 10: Handling Categorical Features 13. Chapter 11: Consuming Time Series Data 14. Part 3: Downstream Data Cleaning – Consuming Unstructured Data
15. Chapter 12: Text Preprocessing in the Era of LLMs 16. Chapter 13: Image and Audio Preprocessing with LLMs 17. Index 18. Other Books You May Enjoy

Robust scaling

Robust scaling, also known as robust standardization, is a method of feature scaling that is particularly useful when dealing with datasets containing outliers. Unlike min-max scaling and z-score scaling, which can be sensitive to outliers, robust scaling is designed to be robust in the presence of extreme values. It is especially beneficial when you want to normalize or standardize features while minimizing the impact of extreme values. Robust scaling is also suitable for datasets where the features do not follow a normal distribution and may have skewness or heavy tails.

Here is the formula for robust scaling:

X _ scaled = (X − median) / IQR

Subtracting the median and dividing by the Interquartile Range (IQR)in the scaling process normalizes the data by centering it around the median and scaling it based on the spread represented by the IQR. This normalization helps to mitigate the impact of extreme values, making the scaled values more representative...

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