Jia-Wei Yang

collaborators

2 papers

math.NT2026

Steinness of the Basic $GL_{n}$ Local Shimura Tower in Odd Rank

Jiawei Yang

We prove Steinness over $Q ˘_{p}$ for the basic local Shimura tower attached to $G = GL_{n}$ , $μ = (1, 1, 0^{n - 2})$ , with basic Newton slope $2/ n$ , for every odd $n\g…

math.RT2026

The Arthur-Packet Support Equality for Real Reductive Groups

Jiawei Yang

Let $ψ$ be a real Arthur parameter and let $ψ_{2}$ be the unipotent parameter in a fixed Jordan decomposition. Adams, Ionov, Mason-Brown, and Vogan proved that the microlocal packet…

Steinness of the Basic GLn​ Local Shimura Tower in Odd Rank

The Arthur-Packet Support Equality for Real Reductive Groups

Steinness of the Basic $GL_{n}$ Local Shimura Tower in Odd Rank