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Building Data Science Applications with FastAPI

You're reading from  Building Data Science Applications with FastAPI

Product type Book
Published in Oct 2021
Publisher Packt
ISBN-13 9781801079211
Pages 426 pages
Edition 1st Edition
Languages
Author (1):
François Voron François Voron
Profile icon François Voron

Table of Contents (19) Chapters

Preface 1. Section 1: Introduction to Python and FastAPI
2. Chapter 1: Python Development Environment Setup 3. Chapter 2: Python Programming Specificities 4. Chapter 3: Developing a RESTful API with FastAPI 5. Chapter 4: Managing Pydantic Data Models in FastAPI 6. Chapter 5: Dependency Injections in FastAPI 7. Section 2: Build and Deploy a Complete Web Backend with FastAPI
8. Chapter 6: Databases and Asynchronous ORMs 9. Chapter 7: Managing Authentication and Security in FastAPI 10. Chapter 8: Defining WebSockets for Two-Way Interactive Communication in FastAPI 11. Chapter 9: Testing an API Asynchronously with pytest and HTTPX 12. Chapter 10: Deploying a FastAPI Project 13. Section 3: Build a Data Science API with Python and FastAPI
14. Chapter 11: Introduction to NumPy and pandas 15. Chapter 12: Training Machine Learning Models with scikit-learn 16. Chapter 13: Creating an Efficient Prediction API Endpoint with FastAPI 17. Chapter 14: Implement a Real-Time Face Detection System Using WebSockets with FastAPI and OpenCV 18. Other Books You May Enjoy

Classifying data with Naive Bayes models

Even though you probably hear a lot about super-advanced ML methods such as deep learning, it's important to say that simpler methods have existed for years and have proven to be very efficient in many situations. Generally, it's always a good idea when you start with a data science problem to try out simpler models that have fewer parameters and are easier to tune. This will quickly give you a baseline to compare with more advanced techniques.

In this section, we'll review Naive Bayes models, a group of fast and simple classification algorithms.

Intuition

Naive Bayes models rely on Bayes' theorem, which defines an equation to describe the probability of an event, given the probability of related events. In the context of classification, it gives us an equation to describe the probability of a label, , given a set of features. In our handwritten digit recognition problem, this would translate to "the probability...

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