Quotients of polytopes and C-groups
P McMullen, E Schulte - Discrete & computational geometry, 1994 - Springer
P McMullen, E Schulte
Discrete & computational geometry, 1994•SpringerAbstract polytopes are combinatorial and geometrical structures with a distinctive topological
flavor, which resemble the convex polytopes. C-groups are generalizations of Coxeter
groups and are the automorphism groups of abstract polytopes which are regular. We
investigate general properties of quotients of abstract polytopes and C-groups.
flavor, which resemble the convex polytopes. C-groups are generalizations of Coxeter
groups and are the automorphism groups of abstract polytopes which are regular. We
investigate general properties of quotients of abstract polytopes and C-groups.
Abstract
Abstract polytopes are combinatorial and geometrical structures with a distinctive topological flavor, which resemble the convex polytopes. C-groups are generalizations of Coxeter groups and are the automorphism groups of abstract polytopes which are regular. We investigate general properties of quotients of abstract polytopes and C-groups.
Springer
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