In this paper, we partially complete the local Rankin-Selberg theory of Asai L-functions and
𝜖-factors as introduced by Flicker and Kable. In particular, we establish the relevant local …

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 n be a positive integer, F be a non-Archimedean locally compact field of odd residue
characteristic p and G be an inner form of GL (2n, F). This is a group of the form GL (r, D) for …

For a classical group over a non-archimedean local field of odd residual characteristic p, we
prove that two cuspidal types, defined over an algebraically closed field CC of characteristic …

Let $ F $ be a non-archimedean local field of characteristic different from 2 and residual
characteristic $ p $. This paper concerns the $\ell $-modular representations of a connected …

In this paper, we deduce explicit multiplicity formulas of the Fourier-Jacobi model for Deligne-
Lusztig characters of finite symplectic groups, unitary groups, and general linear groups. We …

We study four sums including the Jacquet–Piatetski-Shapiro–Shalika, Flicker, Bump–
Friedberg, and Jacquet–Shalika sums associated to irreducible cuspidal representations of …

Let F be a non-archimedean locally compact field of residue characteristic p≠ 2, let G= GL n
(F) and let H be an orthogonal subgroup of G. For π a complex smooth supercuspidal …

Let F be a nonarchimedean local field of odd characteristic p> 0. We consider local exterior
square L-functions L (s, π,∧ 2), Bump–Friedberg L-functions L (s, π, BF⁡), and Asai L …

Let $ F/F_0 $ be a quadratic extension of non-Archimedean locally compact fields of
residual characteristic $ p\neq2 $ with Galois automorphism $\sigma $, and let $ R $ be an …