Lei Zhang

collaborators

3 papers

math.RT2026

Rankin--Selberg integrals of opposite conductor--one newforms

Dongwen Liu, Lei Zhang

Let $F$ be a nonarchimedean local field of characteristic zero and let $n \geq 2$ . For $r = n, n + 1$ , let $Π_{r}$ be an irreducible tempered representation of $GL_{r} (F)$ of conductor…

math.RT2026

Arithmetic Wavefront Set and Microlocal Structure of Harish-Chandra Character

Dihua Jiang, Dongwen Liu, Zhikang Luo +2

In this paper, we establish in Theorem 1.2 the reciprocity of wavefront sets for irreducible admissible representations $π$ of classical groups $G$ over any local field $F$ of char…

math.RT2023

Arithmetic Branching Law and generic $L$ -packets

Cheng Chen, Dihua Jiang, Dongwen Liu +1

Let $G$ be a classical group defined over a local field $F$ of characteristic zero. For any irreducible admissible representation $π$ of $G (F)$ , which is of Casselman-Wallach type…

Rankin--Selberg integrals of opposite conductor--one newforms

Arithmetic Wavefront Set and Microlocal Structure of Harish-Chandra Character

Arithmetic Branching Law and generic L-packets

Arithmetic Branching Law and generic $L$ -packets