Results 161 to 170 of about 15,709 (204)

Coxeter cell complexes and the parallel wall theorem

Kristof-Tessier, Carl
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Effectiveness of de-implementation of low-value healthcare practices: an overview of systematic reviews. [PDF]

Implement Sci
Kien C, Daxenbichler J, Titscher V, Baenziger J, Klingenstein P, Naef R, Klerings I, Clack L, Fila J, Sommer I.   +9 more
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Multicomponent chiral plasmonic hybrid nanomaterials: recent advances in synthesis and applications. [PDF]

Nanoscale Adv
Yang G, Sun L, Zhang Q.
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How to Prevent or Reduce Prescribing Errors: An Evidence Brief for Policy. [PDF]

Front Pharmacol, 2019
de Araújo BC, de Melo RC, de Bortoli MC, Bonfim JRA, Toma TS.   +4 more
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Point Configurations and Blow-ups of Coxeter Complexes

, 2005
Suzanne M. Armstrong, Michael Carr, Satyan L. Devadoss, Eric Engler, Ananda Leininger, Michael Manapat   +5 more
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Reflection triangles and parallel walls in Coxeter complexes

, 2005
Pierre‐Emmanuel Caprace
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Generic chain complexes and finite Coxeter groups.

Journal für die reine und angewandte Mathematik (Crelles Journal), 1985
Let G(q) denote the \(F_ q\)-rational points of a connected reductive algebraic group. A generic approach to the complex representation theory of the family of groups G(q) was first developed by N. Iwahori who showed that the Hecke algebras H(G(q),B(q)), which describe the endomorphism algebras of the permutation representations of G(q) on the cosets ...
C. W. Curtis, G Lehrer
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A q-Analog of the Coxeter Complex

Journal of Algebra, 1994
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Andrew Mathas
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Walls in Coxeter complexes

Geometriae Dedicata, 1994
The author addresses the problem of which walls in a Coxeter complex are themselves Coxeter complexes. In the case of finite complexes, a complete answer is given. More generally, a sufficient condition is given; it depends on the entries in the Coxeter matrix of the complex (basically, for the \(i\)-th wall, all entries \(m_{ij}\) are even).
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