Yao Cheng

activity

20182026

most citedOn Deligne's conjecture for certain automorphic

L

-functions for

GL (3) \times GL (2)

4 citations · 7 across the 10 of their papers we have counts for

collaborators

Showing math.RTShow all

3 papers · 1 filter

math.RT2026

Local newforms for generic representations of $p$ -adic $SO_{2 n + 1}$ : Reduction

Yao Cheng

We prove that if the space of newforms is non-zero for every irreducible generic supercuspidal representation of $SO_{2 n + 1}$ then it is also non-zero for all irreducible gene…

math.RT2023

On gamma factors of generic representations of $U_{2 n + 1} \times Res_{E / F} GL_{r}$

Yao Cheng, Chian-Jen Wang

In this article we prove that the gamma factors attached to generic representations of $U_{2 n + 1} \times Res_{E / F} GL_{r}$ over a local field $F$ defined by various app…

math.RT2022

Local newforms for generic representations of unramified $U_{2 n + 1}$ and Rankin-Selberg integrals

Yao Cheng

Recently Atobe-Oi-Yasuda established the newform theory for irreducible tempered generic representations of unramified $U_{2 n + 1}$ over non-archimedean local fields. In this p…

Local newforms for generic representations of p-adic SO2n+1​: Reduction

On gamma factors of generic representations of U2n+1​×ResE/F​GLr​

Local newforms for generic representations of unramified U2n+1​ and Rankin-Selberg integrals

Local newforms for generic representations of $p$ -adic $SO_{2 n + 1}$ : Reduction

On gamma factors of generic representations of $U_{2 n + 1} \times Res_{E / F} GL_{r}$

Local newforms for generic representations of unramified $U_{2 n + 1}$ and Rankin-Selberg integrals