Le lemme fondamental

Let G be an unramified reductive group over a nonarchimedian 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 Fp ((t)), G is a unitary group and p rank(G).

98p dontetvui 17-01-2013 64 7   Download