Paper Contents
Abstract
The Fisher-Yates Shuffle Algorithm, sometimes referred to as the Knuth Shuffle, is a basic and frequently used technique for varying the element order in an array. This study explores the nuances of the Fisher-Yates Shuffle, offering a thorough analysis of its use and clarifying the fundamental ideas that underpin its effectiveness. The technique is widely used in many different applications, from statistical sampling to cryptographic systems, due to its ease of use and effectiveness. To determine whether the method is appropriate for various use cases, this paper examines the program's mathematical underpinnings and evaluates its time and space complexity.
Copyright
Copyright © 2024 Dr.S.Suriya. This is an open access article distributed under the Creative Commons Attribution License.
