Abstract Let F∕ F 0 be a quadratic extension of nonarchimedean locally compact fields of
residual characteristic p≠ 2 and let σ denote its nontrivial automorphism. Let R be an …

We use the theta correspondence between GSp 4 (E) and GO (V) to study the GSp 4-
distinction problems over a quadratic extension E∕ F of nonarchimedean local fields of …

We study Sp2n (F)-distinction for representations of the quasi-split unitary group U2n (E/F) in
2n variables with respect to a quadratic extension E/F of p-adic fields. A conjecture of Dijols …

Let F be a p-adic field, E be a quadratic extension of F, D be an F-central division algebra of
odd index and let θ be the Galois involution attached to E/F. Set H= GL (m, D), G= GL (m, D⊗ …

Let F be a nonarchimedean local field of characteristic zero and odd residual characteristic.
Let G be the F-points of a connected reductive group defined over F and let θ be an F …

Let G be a topological group, H a closed subgroup of G and χ a complex valued character of
the group H. A smooth complex valued representation (π, V) of G is said to be (H, χ) …

Abstract Let F∕ F 0 be a quadratic extension of nonarchimedean locally compact fields of
residual characteristic p≠ 2 and let σ denote its nontrivial automorphism. Let R be an …

Let E/F be a quadratic extension of non-Archimedean local fields of characteristic 0. Let D be
the unique quaternion division algebra over F and fix an embedding of E to D. Then, GL m …