| Digital Archive

Account:

Search the Digital Archive

Braid Groups and Evolution Algebras

Show full item record

Author: Troha, Carolyn Elaine
Advisor: Tian, Jianjun Paul
Committee Members: Lutzer, D. J. (David John), 1943-; Vinroot, C. Ryan; Panoussi, Vassiliki, 1967-
Issued Date: 2009-05-12
Subjects: Algebra, geometry and mathematical analysis
URI: http://hdl.handle.net/10288/1194
Description: In this paper, we explore the relationship between the braid group and evolution algebras. First, we explore the braid group and how it is constructed. Next we discuss the Burau representation, and its relationship with free differential calculus and Magnus representations. Finally we use the Burau representation to create a new representation from the braid group directly to evolution algebras.
Degree: Bachelors of Science in Mathematics


Files in this item

Files Size Format View Description
TrohaCarolyn2009_Thesis.pdf 269.1Kb PDF View/Open Main Body of the Thesis
TrohaCarolyn2009_Coversheet.pdf 47.36Kb PDF View/Open Cover Sheet

This item appears in the following Collection(s)

Show full item record