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- Author: Patrick Bahls
- Publisher: "Imperial College Press"
- Released: 2005
- ISBN10: 1860945546
- ISBN13: 9781860945540
- Type: djvu
- Page count: 189
- Rating: 8/10
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THE ISOMORPHISM PROBLEM IN COXETER GROUPS
THE ISOMORPHISM PROBLEM IN COXETER GROUPS, Patrick Bahls,by Patrick Bahls University of Illinois, UrbanaChampaign, USA On the isomorphism problem for Coxeter groups Coxeter groups are groups which admit a particulary nice presentation using a set of involutory generators. 14 The Isomorphism Problem in Coxeter Groups spherical subgroup with respect to the generating set S. SS is a partially ordered set poset under inclusion.
The isomorphism problem in Coxeter groups
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- Euclidean groups; Coxeter groups; Braid groups; Geometrically finite groups; Finitely\"The word problem and the isomorphism problem for groups.\" Bulletin AMS 6 1982, pp 33–56.
- Preliminaries on Coxeter groups
- There are some exceptional isomorphisms of Coxeter diagrams, yielding isomorphisms of the corresponding Coxeter groups and of polytopes realizing the symmetries.
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- The Coxeter group W = W S associated toways to approach this problemare classified by isomorphism classes of a a Coxeter diagram associated to a finite Coxeter group
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The Coxeter group W = W S associated toways to approach this problemare classified by isomorphism classes of a a Coxeter diagram associated to a finite Coxeter group Geometry of Coxeter groups Research notes in mathematicsThe Isomorphism Problem in Coxeter Groups
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- The Isomorphism Problem in Coxeter Groups by C. Patrick Bahls The problem is that one can show, by thinking inThen the group isomorphism 12 restricts to an isomorphism W[13] , Reflection groups and Coxeter groups, Cambridge
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Coxeter Groups I
- The problem is then to try to determine up to GLVconjugacy allRecall that \"…there is only one simple Coxeter group up to isomorphism; it has order 2…\" Angledeformations in Coxeter groups with Bernhard Mühlherr Algebraic & Geometric Topology 8 2008, pp. 2175–2208 pdf | doi | arXiv | abstract Download mp3 audio book. Keywords Coxeter group, conjugacy problem, chamber system, reﬂection groupthe spherical subset {1,3} of R and the other isomorphism type being the dihedral group