3 citations · 3 across the 3 of their papers we have counts for
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Hecke algebras of normalizers of parabolic subgroups
Thomas Gobet, Ivan Marin
In the context of Hecke algebras of complex reflection groups, we prove that the generalized Hecke algebras of normalizers of parabolic subgroups are semidirect products, under sui…
Braid groups of normalizers of reflection subgroups
Thomas Gobet, Anthony Henderson, Ivan Marin
Let be a reflection subgroup of a finite complex reflection group , and let and be their respective braid groups. In order to construct a Hecke algebra $\widetil…
Parametrization, structure and Bruhat order of certain spherical quotients
Pierre-Emmanuel Chaput, Lucas Fresse, Thomas Gobet
Let be a reductive algebraic group and let be the stabilizer of a nilpotent element of the Lie algebra of . We consider the action of on the flag variety of ,…
A Soergel-like category for complex reflection groups of rank one
Thomas Gobet, Anne-Laure Thiel
We introduce analogues of Soergel bimodules for complex reflection groups of rank one. We give an explicit parametrization of the indecomposable objects of the resulting category a…
On generalized categories of Soergel bimodules in type
Thomas Gobet, Anne-Laure Thiel
In this note, we compute the split Grothendieck ring of a generalized category of Soergel bimodules of type , where we take one generator for each reflection. We give a presen…