Date of Award

2012

Document Type

Thesis

Degree Name

Master of Arts in Mathematics

Department

Mathematics

First Advisor

Fejzić, Hajrudin

Second Advisor

Chavez, Joseph

Third Advisor

Rinne, Dan, and Williams, Peter

Abstract

The purpose of this research paper is to gain a deeper understanding of a famous unsolved mathematical problem known as the Prouhet-Terry-Escott Problem. The Prouhet-Terry-Escott Problem is a complex problem that still has much to be discovered. This fascinating problem shows up in many areas of mathematics such as the study of polynomials, graph theory, and the theory of integral quadratic forms.

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Number Theory Commons

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