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Scikit-learn Cookbook

You're reading from   Scikit-learn Cookbook Over 80 recipes for machine learning in Python with scikit-learn

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Product type Paperback
Published in Dec 2025
Last Updated in Sep 2025
Publisher Packt
ISBN-13 9781836644453
Length 414 pages
Edition 3rd Edition
Languages
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Author (1):
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John Sukup John Sukup
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John Sukup
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Table of Contents (14) Chapters Close

1. Scikit-learn Cookbook, Third Edition: Over 80 recipes for machine learning in Python with scikit-learn
2. Chapter 1: Common Conventions and API Elements of scikit-learn FREE CHAPTER 3. Chapter 2: Pre-Model Workflow and Data Preprocessing 4. Chapter 3: Dimensionality Reduction Techniques 5. Chapter 4: Building Models with Distance Metrics and Nearest Neighbors 6. Chapter 5: Linear Models and Regularization 7. Chapter 6: Advanced Logistic Regression and Extensions 8. Chapter 7: Support Vector Machines and Kernel Methods 9. Chapter 8: Tree-Based Algorithms and Ensemble Methods 10. Chapter 9: Text Processing and Multiclass Classification 11. Chapter 10: Clustering Techniques 12. Chapter 11: Novelty and Outlier Detection 13. Chapter 12: Cross-Validation and Model Evaluation Techniques 14. Chapter 13: Deploying scikit-learn Models in Production

Polynomial Regression

Let’s move on and explore polynomial regression and spline interpolation. These methods extend the capabilities of traditional linear regression, allowing for more flexible modeling of complex relationships in data. By implementing these techniques, you can expand your toolbox of approaches to regression problems. This recipe allows us to model relationships that are exponential or curvilinear in nature.

Getting ready

We will look at two methods in this section: polynomial regression spline interpolation. We will create a new dataset to demonstrate these methods. Ideally, these methods are used when we have a dataset with a non-linear relationship between the features and the target. In order to create this dataset, we will use the make_regression() function again, but this time we will add some non-linearity to the data by adding a sine wave and an exponential function to the target.

  1. Load libraries:

    import pandas as pd
    import matplotlib...
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