Given a spherical variety X for a group G over a non-Archimedean local field k, the
Plancherel decomposition for L2 (X) should be related to “distinguished” Arthur parameters …

TRILINEAR FORMS AND THE CENTRAL VALUES OF TRIPLE PRODUCT L-FUNCTIONS
Page 1 TRILINEAR FORMS AND THE CENTRAL VALUES OF TRIPLE PRODUCT L-FUNCTIONS …

Methods of theta correspondence are used to analyze local and global Bessel models for
GSp4 proving a conjecture of Gross and Prasad which describes these models in terms of …

Let H be a connected reductive group defined over a non-archimedean local field F of
characteristic p> 0. Using Poincaré series, we globalize supercuspidal representations of HF …

We describe some recent developments and formulate some conjectures in the genuine
representation theory and the study of automorphic forms of the metaplectic group Mp (2 n) …

Let F/Fo be a quadratic extension of non-archimedean locally compact fields of odd residual
characteristic and σ be its non-trivial automorphism. We show that any σ-self-dual cuspidal …

The formal degree conjecture relates the formal degree of an irreducible square-integrable
representation of a reductive group over a local field to the special value of the adjoint γ …

In an earlier paper, we considered several restriction problems in the representation theory
of classical groups over local and global fields. Assuming the Langlands-Vogan …

In an earlier paper of the first author and Shuichiro Takeda, the local Langlands
correspondence for ${\rm GSp} _4 (F) $ over a non-archimedean local field $ F $ of …

Given a spherical variety X for a group G over a non-archimedean local field k, the
Plancherel decomposition for L^ 2 (X) should be related to" distinguished" Arthur parameters …