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- Title
Hyperbolic Coxeter <MATH>n</MATH>-Polytopes with <MATH>n+2</MATH> Facets.
- Authors
Tumarkin, P. V.
- Abstract
In this paper, we classify all the hyperbolic noncompact Coxeter polytopes of finite volume whose combinatorial type is either that of a pyramid over a product of two simplices or a product of two simplices of dimension greater than one. Combined with the results of Kaplinskaja (1974) and Esselmann (1996), this completes the classification of hyperbolic Coxeter <MATH>n</MATH>-polytopes of finite volume with <MATH>n+2</MATH> facets.
- Subjects
TOPOLOGY; POLYTOPES; HYPERSPACE; MATHEMATICS
- Publication
Mathematical Notes, 2004, Vol 75, Issue 5/6, p848
- ISSN
0001-4346
- Publication type
Article
- DOI
10.1023/B:MATN.0000030993.74338.dd