Regular Polyhedra of Index Two, II

Mathematics – Metric Geometry

Scientific paper

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33 pages; 5 figures; to appear in "Contributions to Algebra and Geometry"

Scientific paper

A polyhedron in Euclidean 3-space is called a regular polyhedron of index 2 if it is combinatorially regular and its geometric symmetry group has index 2 in its combinatorial automorphism group; thus its automorphism group is flag-transitive but its symmetry group has two flag orbits. The present paper completes the classification of finite regular polyhedra of index 2 in 3-space. In particular, this paper enumerates the regular polyhedra of index 2 with vertices on one orbit under the symmetry group. There are ten such polyhedra.

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