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Hands-On Machine Learning with scikit-learn and Scientific Python Toolkits

You're reading from   Hands-On Machine Learning with scikit-learn and Scientific Python Toolkits A practical guide to implementing supervised and unsupervised machine learning algorithms in Python

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Product type Paperback
Published in Jul 2020
Publisher Packt
ISBN-13 9781838826048
Length 384 pages
Edition 1st Edition
Languages
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Author (1):
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Tarek Amr Tarek Amr
Author Profile Icon Tarek Amr
Tarek Amr
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Table of Contents (18) Chapters Close

Preface 1. Section 1: Supervised Learning
2. Introduction to Machine Learning FREE CHAPTER 3. Making Decisions with Trees 4. Making Decisions with Linear Equations 5. Preparing Your Data 6. Image Processing with Nearest Neighbors 7. Classifying Text Using Naive Bayes 8. Section 2: Advanced Supervised Learning
9. Neural Networks – Here Comes Deep Learning 10. Ensembles – When One Model Is Not Enough 11. The Y is as Important as the X 12. Imbalanced Learning – Not Even 1% Win the Lottery 13. Section 3: Unsupervised Learning and More
14. Clustering – Making Sense of Unlabeled Data 15. Anomaly Detection – Finding Outliers in Data 16. Recommender System – Getting to Know Their Taste 17. Other Books You May Enjoy

Understanding Naive Bayes

The Naive Bayes classifier is commonly used in classifying textual data. In the following sections, we are going to see its different flavors and learn how to configure their parameters. But first, to understand the Naive Bayes classifier, we need to first go through Thomas Bayes' theorem, which he published in the 18th century.

The Bayes rule

When talking about classifiers, we can describe the probability of a certain sample belonging to a certain class using conditional probability, P(y|x). This is the probability of a sample belonging to class y given its features, x. The pipe sign (|) is what we use to refer to conditional probability, that is, y given x. The Bayes rule is capable of expressing this conditional probability in terms of P(x|y), P(x), and P(y), using the following formula:

Usually, we ignore the denominator part of the equation and convert it into a proportion as follows:

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