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The Gelfand--Graev representation of SO$(2n+1)$ in terms of Hecke algebras (2011.02456v1)
Published 4 Nov 2020 in math.RT
Abstract: Let $G$ be a $p$-adic classical group. The representations in a given Bernstein component can be viewed as modules for the corresponding Hecke algebra---the endomorphism algebra of a pro-generator of the given component. Using Heiermann's construction of these algebras, we describe the Bernstein components of the Gelfand--Graev representation for $G=$SO$(2n+1)$.
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