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Types modulo $\ell$ pour les formes intérieures de $GL_n$ sur un corps local non archimédien

Published 3 Apr 2014 in math.NT | (1404.0804v1)

Abstract: Let F be a non-Archimedean locally compact field of residue characteristic p, let D be a finite dimensional central division F-algebra and let l be a prime number different from p. We develop a theory of l-modular types for the group GL(m,D), m>1, in preparation of the study of the l-modular smooth representations of this group.

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