works on

From the 1 of 6 linked papers with an AI index.

collaborators

6 papers

math.NT2026

Yun's zeta function and the overorder zeta function for Gorenstein cubic orders

Taiwang Deng, Malors Espinosa

For every Gorenstein cubic -order, we prove an identity equating Yun's zeta function, defined by counting finite-index submodules of the trace dual, with the explicit ov…

math.NT2026

A trace formula derivation of the functional equation for symmetric square L-functions

Taiwang Deng, Dongsheng Wu

The paper derives the functional equation for symmetric‑square L‑functions of level‑one holomorphic and even Hecke‑Maass cusp forms by directly comparing the spectral and geometric…

math.RT2026

A degenerate Whittaker criterion for

Taiwang Deng

Let be a non-Archimedean local field. Let be the unipotent radical of the standard parabolic subgroup of of type with fixed nondegenerate addit…

math.RT2026

Stability of the exterior cube -factors for

Taiwang Deng, Dongming She

We prove the stability of the Langlands-Shahidi local -factor for the exterior cube representation of . More precisely, if and are irreducible admi…

math.NT2026

Beyond Endoscopy for : Isolation of the residual spectrum via Poisson Summation

Taiwang Deng, Malors Espinos

We extend to the Poisson-summation method developed by Altuğ for in Beyond Endoscopy. For a fixed prime and a family of factor…

math.RT2026

Relating Arthur packets of real unitary groups and -adic symplectic and orthogonal groups

Taiwang Deng, Chang Huang, Bin Xu +1

We establish an explicit correspondence of certain Arthur packets between real unitary groups and -adic symplectic or orthogonal groups. This allows one to compute Arthur packet…