Big O Notation: Mastering Time and Space Complexity

Unlock the power of Big O notation to analyze and optimize algorithm performance, enabling you to write efficient and scalable code.

Introduction to Big O Notation

Unit 1: Understanding Big O Basics

Common Complexity Classes and Algorithm Analysis

Unit 1: Constant and Logarithmic Complexity

Unit 2: Linear and Linearithmic Complexity

Unit 3: Quadratic, Exponential, and Factorial Complexity

Unit 4: Dominant Terms and Scenario Analysis

Big O Notation and Data Structures

Unit 1: Arrays, Linked Lists, Stacks, and Queues

Unit 2: Hash Tables

Unit 3: Trees and Graphs

Unit 4: Space Complexity Deep Dive

Advanced Big O Concepts and Applications

Unit 1: Recursive Algorithm Analysis

Unit 2: Space Complexity Deep Dive

Unit 3: Big O in Real-World Applications

Unit 4: Amortized Analysis