Appendice à l’article de M.-F. Vignéras Induced R-representations of p-adic reductive groups Selecta Mathematica, new series, 4 (1998) 549-623.

In this paper we construct a functor J P from the category of essentially admissible locally analytic G- representations to the category of essentially admissible locally analytic

The notions of admissible and quasi-admissible also differ for the split real forms of E 7 and E 8 , though we do not know whether the non-admissible quasi-admissible orbits appear

The existence of a supercuspidal support for complex irreducible representations is a classical result; for mod ` representations with ` 6= p it is unknown (even for finite

Complex reflection groups in representations of finite reductive groups. Michel

We prove that the smooth part and the completion are in- verse equivalences of categories between the category of admissible Banach unitary E- representations of GL(n, F ) and

its maximal normal pro–p subgroup, we know that K/K + is the group of points over k of some connected reductive group G; the level–zero case occurs when ρ is trivial on K +.. When C

The existence of a supercuspidal support for complex irreducible representations is a classical result [BZ, 2.9 Theorem]; for mod ` representations with ` 6= p it is unknown (even

In another case, only unicity for C a -types is lacking to apply Theorem 1.1: when G splits over a tamely ramified extension of F and p does not divide the order of the absolute