Understanding Big O Notation: A Practical Guide

This article provides a clear and concise explanation of Big O notation, a method for describing algorithm performance. Using JavaScript's `sum` function as an example, it compares the differences between O(1) constant time, O(log n) logarithmic time, O(n) linear time, and O(n^2) quadratic time complexities. Visualizations and code examples illustrate the time complexities of various algorithms, including bubble sort and binary search. The article also explores techniques for improving code performance, such as avoiding `indexOf` within loops and leveraging caching to reduce redundant computations. Finally, it emphasizes the importance of empirical testing, cautioning against blindly trusting theoretical results.
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