Zeyu Wang

collaborators

5 papers

math.NT2026

Diagonal cycles on Shtukas and the adjoint $L$ -function

Zeyu Wang

We study diagonal cycles on moduli spaces of shtukas for groups of the form $H \times H$ , where $H$ is a split almost simple reductive group, allowing arbitrary modification types.…

math.NT2026

Arithmetic volume of Shtukas and Langlands duality

Zeyu Wang, Wenqing Wei

We extend the work of Feng--Yun--Zhang relating the arithmetic volume of Shtukas with derivatives of zeta functions by allowing arbitrary coweights for split semisimple algebraic g…

math.NT2025

Special Cycle on Shtukas and Categorical Trace

Zeyu Wang

In this article, we relate the fake special cycle classes $z_{L_{I ¨} , r}$ attached to a Hecke eigensheaf $L_{I ¨} \in Shv_{Nilp} (Bun_{G})$ introd…

math.RT2025

On the relative Langlands duality for $Sp_{2 n} \ GL_{2 n + 1}$ (with an appendix by Zeyu Wang)

Weixiao Lu, Zeyu Wang, Guodong Xi

We verify the relative Langlands duality conjecture proposed by Ben-Zvi, Sakellaridis, Venkatesh for the hyperspherical Hamiltonian variety $T^*(\operatorname{Sp}_{2n}\backslash \o…

math.NT2025

Murmurations of Hecke $L$ -Functions of Imaginary Quadratic Fields

Zeyu Wang

We calculate the murmuration density for the family of Hecke $L$ -functions of imaginary quadratic fields associated to non-trivial characters. This density exhibits a universality…

Diagonal cycles on Shtukas and the adjoint L-function

Arithmetic volume of Shtukas and Langlands duality

Special Cycle on Shtukas and Categorical Trace

On the relative Langlands duality for Sp2n​\GL2n+1​ (with an appendix by Zeyu Wang)

Murmurations of Hecke L-Functions of Imaginary Quadratic Fields

Diagonal cycles on Shtukas and the adjoint $L$ -function

On the relative Langlands duality for $Sp_{2 n} \ GL_{2 n + 1}$ (with an appendix by Zeyu Wang)

Murmurations of Hecke $L$ -Functions of Imaginary Quadratic Fields