Level Zero Types and Hecke Algebras for Local Central Simple Algebras

Abstract

Let D be a central division algebra and A = GL m (D) the unit group of a central simple algebra over a p-adic eld F. The purpose of this paper is to give types (in the sense of Bushnell and Kutzko) for all level zero Bernstein components of A and to establish that the Hecke algebras associated to these types are isomorphic to tensor products of Iwahori… (More)

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Cite this paper

@inproceedings{Grabitz2000LevelZT, title={Level Zero Types and Hecke Algebras for Local Central Simple Algebras}, author={Martin Grabitz and Allan J. Silberger}, year={2000} }