Classifications of Electrical Resistance Distance in Simple Graphs
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Authors
Randall, Marcellus
Advisor
Amanda Francis
Eric Sullivan
John Rowley
Eric Sullivan
John Rowley
Editor
Date of Issue
2018-04-01
Subject Keywords
Publisher
Citation
Series/Report No.
item.page.identifier
Title
Classifications of Electrical Resistance Distance in Simple Graphs
Other Titles
Type
thesis
Description
Abstract
In graph theory, there are multiple distance metrics which can describe the concept of “distance” between nodes on a simple graph and are of particular interest to researchers studying link prediction and network evolution. This study focuses on the relationship between measures of distance in simple graphs and various features of these graphs. The main focus will be classifying graphs in which any edge resistance is greater than any non-edge resistance using Katz centrality scores and classical graph theoretical features.
Sponsors
Degree Awarded
Bachelor's
Semester
Spring
Department
Mathematics, Engineering & Computer Science