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Type: Article
Minimal covers of the prisms and antiprisms
Abstract:
This paper contains a classification of the regular minimal abstract polytopes that act as covers for the convex polyhedral prisms and antiprisms. It includes a detailed discussion of their topological structure, and completes the enumeration of such covers for convex uniform polyhedra. Additionally, this paper addresses related structural questions in the theory of string C-groups.
This paper contains a classification of the regular minimal abstract polytopes that act as covers for the convex polyhedral prisms and antiprisms. It includes a detailed discussion of their topological structure, and completes the enumeration of such covers for convex uniform polyhedra. Additionally, this paper addresses related structural questions in the theory of string C-groups.
Keywords: Abstract polytope; Abstract polyhedron; String C-group; Quotient polytopes; Prism; Antiprism
MSC: 52B05 (05C90)
Journal: Discrete Mathematics
ISSN: 0012-365X
Year: 2012
Volume: 312
Number: 20
Pages: 3046--3058



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