Presenter(s)

    Chloe M. Crabb

    Comments

    This poster reflects research conducted as part of a course project designed to give students experience in the research process. Course: MTH 466

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    Description

    This is a project from the course MTH 466, Graph Theory and Combinatorics. A graph is a mathematical object that consists of two sets, a set of vertices and a set of edges. An edge joins two vertices and depicts a relationship between those vertices. Two graphs are said to be isomorphic if their vertices can be relabeled and rearranged so that the graphs have the same structure. An automorphism is an isomorphism from a graph to itself. The set of automorphisms of a graph under composition forms a group. This project will explore graphs through a lens of group theory. It will examine automorphism groups of special classes of graphs.

    Publication Date

    4-22-2021

    Project Designation

    Course Project

    Primary Advisor

    Aparna W. Higgins

    Primary Advisor's Department

    Mathematics

    Keywords

    Stander Symposium project, College of Arts and Sciences

    Graphs and Groups

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