Vogan classes in type $B_n$

Howse, Edmund

doi:10.5802/alco.74

Algebraic Combinatorics

2019

DOI: 10.5802/alco.74

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Vogan classes in type $B_n$

Edmund Howse¹

Abstract: Kazhdan and Lusztig have shown how to partition a Coxeter group into cells. In this paper, we use the theory of Vogan classes to obtain a first characterisation of the left cells of type Bn with respect to a certain choice of weight function.

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Vogan classes in type $B_n$

Abstract: Kazhdan and Lusztig have shown how to partition a Coxeter group into cells. In this paper, we use the theory of Vogan classes to obtain a first characterisation of the left cells of type Bn with respect to a certain choice of weight function.

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References 18 publications

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