Date of Award
Spring 2022
Document Type
Thesis
College
College of Natural and Health Sciences
Primary Advisor
Dr. Berhane Ghaim
Abstract
This paper discusses the Central Limit Theorem (CLT) and its applications. The paper gives an introduction to what the CLT is and how it can be applied to real life. Additionally, the paper gives a conceptual understanding of the theorem through various examples and visuals. The paper discusses the applications of the CLT in fields such as computer science, psychology, and political science. The author then suggests a new mathematical theorem as an application of the CLT and provides a proof of the theorem. The new theorem relates to expected value and probabilities of random variables and provides a link between the two using the CLT.
Recommended Citation
Winters, Kenneth, "A NEW APPLICATION OF THE CENTRAL LIMIT THEOREM" (2022). Selected Honors Theses. 158.
https://firescholars.seu.edu/honors/158
Included in
Computer Sciences Commons, Data Science Commons, Mathematics Commons, Numerical Analysis and Computation Commons, Statistics and Probability Commons