-chtoucas de Drinfeld à modifications symétriques et identité de changement de base
Darstellungen von SL(2, Z/p ... Z) und Thetafunktionen. I.
Darstellungen von SL(2,.../p...) und Thetafunktionen. II.
Davenport-Hasse relations and an explicit Langlands correspondence, II : twisting conjectures
Let be a finite field extension. The Langlands correspondence gives a canonical bijection between the set of equivalence classes of irreducible -dimensional representations of the Weil group of and the set of equivalence classes of irreducible supercuspidal representations of GL. This paper is concerned with the case where . In earlier work, the authors constructed an explicit bijection using a non-Galois tame base change map. If this tame base change satisfies a certain conjectured...
Degenerate principal series for orthogonal groups.
Degree two monomial representations of local Weil groups.
Description de la correspondance de Howe en termes de classification de Kazhdan-Lusztig.
Discrete series representations of unipotent -adic groups.
Distinguished Representations and Modular Forms of Half-integral Weight.
Dual Blobs and Plancherel Formulas
Let be a -adic field. Let be the group of -rational points of a connected reductive group defined over , and let be its Lie algebra. Under certain hypotheses on and , wequantifythe tempered dual of via the Plancherel formula on , using some character expansions. This involves matching spectral decomposition factors of the Plancherel formulas on and . As a consequence, we prove that any tempered representation contains a good minimal -type; we extend this result to irreducible...
Dual pair G... x PGL2 G... is the automorphism group of the Jordan algebra.