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- W2953363726 abstract "This paper describes a family of Hecke algebras H_mu=End_G(Ind_U^G(psi_mu)), where U is the subgroup of unipotent upper-triangular matrices of G=GL_n(F_q) and psi_mu is a linear character of U. The main results combinatorially index a basis of H_mu, provide a large commutative subalgebra of H_mu, and after describing the combinatorics associated with the representation theory of H_mu, generalize the RSK correspondence that is typically found in the representation theory of the symmetric group." @default.
- W2953363726 created "2019-06-27" @default.
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- W2953363726 date "2004-02-24" @default.
- W2953363726 modified "2023-09-27" @default.
- W2953363726 title "Unipotent Hecke algebras of GL_n(F_q)" @default.
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