Linearly Inclined Zealots

Thomas, Elizabeth / EAT and Lienert, Carl / CL (2015) Linearly Inclined Zealots. [Abstract]

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Abstract

We will model a slackline park with graphs. We are modeling the flow of the slackers through the park with Euler Paths. We will show that with certain graphs with n vertices there exist n − 1 unique Euler Paths where no edge of a path coincides, in sequencing, with another edge of any of the remaining n − 2 paths.

Item Type: Abstract
Created by Student or Faculty: Student
Uncontrolled Keywords: slackline, graph theory, Euler path, Euler circuit
Subjects: Undergrad Research Symposium > Mathematics
Undergrad Research Symposium
Depositing User: Elizabeth Thomas
Date Deposited: 14 Apr 2015 22:08
Last Modified: 15 Apr 2015 09:30
URI: http://fortworks.fortlewis.edu/id/eprint/726


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