Le lemme fondamental pour les groupes unitaires

Details Le lemme fondamental pour les groupes unitaires Le lemme fondamental pour les groupes unitaires

2004-04-26

arxiv.org/abs/math/0404454v2

Mathematics

Algebraic Geometry

99 pages, Plain TeX file. New propositions 2.5.2 and 2.8.4. New lemma 3.2.5. Section (3.4) completely rewritten. Argument on p

Scientific paper

Let G be an unramified reductive group over a non archimedian local field F. The so-called "Langlands Fundamental Lemma" is a family of conjectural identities between orbital integrals for G(F) and orbital integrals for endoscopic groups of G. In this paper we prove the Langlands fundamental lemma in the particular case where F is a finite extension of F_p((t)), G is a unitary group and p>rank(G). Waldspurger has shown that this particular case implies the Langlands fundamental lemma for unitary groups of rank

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