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Python and SQL Bible

You're reading from  Python and SQL Bible

Product type Book
Published in Jun 2024
Publisher Packt
ISBN-13 9781836206279
Pages 519 pages
Edition 1st Edition
Languages
Author (1):
Cuantum Technologies LLC Cuantum Technologies LLC
Profile icon Cuantum Technologies LLC
Toc

Table of Contents (29) Chapters close

1. Who we are 2. Introduction
3. Chapter 1: Python: An Introduction 4. Chapter 2: Python Building Blocks 5. Chapter 3: Controlling the Flow 6. Chapter 4: Functions, Modules, and Packages 7. Chapter 5: Deep Dive into Data Structures 8. Chapter 6: Object-Oriented Programming in Python 9. Chapter 7: File I/O and Resource Management 10. Chapter 8: Exceptional Python 11. Chapter 9: Python Standard Library 12. Chapter 10: Python for Scientific Computing and Data Analysis 13. Chapter 11: Testing in Python 14. Chapter 12: Introduction to SQL 15. Chapter 13: SQL Basics 16. Chapter 14: Deep Dive into SQL Queries 17. Chapter 15: Advanced SQL 18. Chapter 16: SQL for Database Administration 19. Chapter 17: Python Meets SQL 20. Chapter 18: Data Analysis with Python and SQL 21. Chapter 19: Advanced Database Operations with SQLAlchemy 22. References
23. Conclusion
24. Where to continue?
25. Know more about us
Appendix A: Python Interview Questions
1. Appendix B: SQL Interview Questions
2. Appendix C: Python Cheat Sheet 3. Appendix D: SQL Cheat Sheet

4.4 Recursive Functions in Python

Recursion is a powerful technique used in computer science to solve complex problems. It involves breaking down a problem into smaller, more manageable subproblems, and then solving them one by one.

This process continues until the subproblems become small enough to be solved easily. This method is often used in programming, and in Python, it is accomplished using functions that call themselves. These functions are known as recursive functions and are particularly useful when dealing with problems that have a recursive structure, such as those in graph theory and data structures.

By breaking down a complex problem into smaller subproblems, recursion allows us to solve problems that would be impossible to solve otherwise.

4.4.1 Understanding Recursion

Let's begin with a straightforward example: calculating the factorial of a number. The factorial of a number n is a fundamental concept in mathematics that represents the product of all positive...

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