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Efficient Algorithm Design

You're reading from   Efficient Algorithm Design Unlock the power of algorithms to optimize computer programming

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Product type Paperback
Published in Oct 2024
Publisher Packt
ISBN-13 9781835886823
Length 360 pages
Edition 1st Edition
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Author (1):
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Masoud Makrehchi Masoud Makrehchi
Author Profile Icon Masoud Makrehchi
Masoud Makrehchi
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Table of Contents (21) Chapters Close

Preface 1. Part 1: Foundations of Algorithm Analysis
2. Chapter 1: Introduction to Algorithm Analysis FREE CHAPTER 3. Chapter 2: Mathematical Induction and Loop Invariant for Algorithm Correctness 4. Chapter 3: Rate of Growth for Complexity Analysis 5. Chapter 4: Recursion and Recurrence Functions 6. Chapter 5: Solving Recurrence Functions 7. Part 2: Deep Dive in Algorithms
8. Chapter 6: Sorting Algorithms 9. Chapter 7: Search Algorithms 10. Chapter 8: Symbiotic Relationship between Sort and Search 11. Chapter 9: Randomized Algorithms 12. Chapter 10: Dynamic Programming 13. Part 3: Fundamental Data Structures
14. Chapter 11: Landscape of Data Structures 15. Chapter 12: Linear Data Structures 16. Chapter 13: Non-Linear Data Structures 17. Part 4: Next Steps
18. Chapter 14: Tomorrow’s Algorithms 19. Index 20. Other Books You May Enjoy

Unpacking the rate of growth in algorithms

Let’s revisit the initial discussion on the goal of studying algorithms. One of the primary objectives is to analyze algorithms to predict their behavior and performance. This analysis is crucial for two main reasons:

  • To make informed design decisions
  • To understand how to design efficient and low-cost algorithms

The cost of an algorithm depends on many parameters throughout its life cycle. However, our focus here is on the cost of running an algorithm. While the costs associated with designing, maintaining, testing, and retiring an algorithm are also important, they fall outside the scope of our current discussion.

The cost of running an algorithm, or its complexity, is generally measured or estimated in two dimensions: time and space. Time complexity refers to the duration needed to produce the expected output. This assumes that the algorithm will eventually terminate, although there are instances where algorithms...

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