Title Quotients of a universal locally projective polytope of type {5,3,5}
Authors Michael I. Hartley and Dimitri Leemans
Abstract This article examines the universal polytope P (of type {5,3,5}) whose facets are dodecahedra, and whose vertex figures are hemi-icosahedra. The polytope is proven to be finite, and the structure of its group is identified. This information is used to classifiy the quotients of the polytope. A total of 145 quotients are found, including 69 section regular polytopes with the same facets and vertex figures as P.
Reference Math. Z. 247(2004), nr. 4, 663-674.
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