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Algebra Associated with the Hasse Graph of the Hypercube

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Author(s)
Schneider, Cary; Franko, Kelsey M.; Chan, Wai Shan
Advisor(s)
Duffy, Colleen M.
Date
Apr 2012
Subject(s)
Posters; Algebra--Graphic methods; Hypercube; Hasse diagrams
Series
USGZE AS589
Abstract
With every n-dimensional cube, there is a graph that is associated with it, a Hasse Diagram. Different levels of the Hasse graph represent how many vertices there are in the cube, how many edges, how many faces, and so on. This study sought to find the Hasse graphs of different symmetries of the cube and find the relation between them.
Description
Color poster with text, diagrams, and formulas.
Sponsor(s)
University of Wisconsin--Eau Claire Office of Research and Sponsored Programs.
Permanent link
http://digital.library.wisc.edu/1793/61834 
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