activity
20022023
most citedThe supersingular locus in Siegel modular varieties with Iwahori level structure

11 citations · 72 across the 58 of their papers we have counts for

collaborators

58 papers

math.NT2023

Class numbers of multinorm-one tori

Fan-Yun Hung, Chia-Fu Yu

We present a formula for the class number of a multinorm one torus associated to any étale algebra over a global field . This is deduced from a formula for analogu…

math.NT2022

Computing Tate-Shafarevich groups of multinorm one tori of Kummer type

Jun-Hao Huang, Fan-Yun Hung, Pei-Xin Liang +1

A multinorm one torus associated to a commutative étale algebra over a global field is of Kummer type if each factor of is a cyclic Kummer extension. In this paper we c…

math.NT2022

Mass formulas and the basic locus of unitary Shimura varieties

Yasuhiro Terakado, Chia-Fu Yu

In this article we compute the mass associated to any unimodular lattice in a Hermitian space over an arbitrary CM field under a condition at 2. We study the geometry and arithmeti…

math.NT2022

Optimal spinor selectivity for quaternion orders

Jiangwei Xue, Chia-Fu Yu

Let be a quaternion algebra over a number field , and be an arbitrary genus of -orders of full rank in . Let be a quadratic field extension of …

math.NT2022

When is a polarised abelian variety determined by its -divisible group?

Tomoyoshi Ibukiyama, Valentijn Karemaker, Chia-Fu Yu

We study the Siegel modular variety of genus and its supersingular locus . As our main result we determine precis…

math.NT2021★ 1 cited

On Tamagawa numbers of CM tori

Pei-Xin Liang, Yasuhiro Oki, Hsin-Yi Yang +1

In this article we investigate the problem of computing Tamagawa numbers of CM tori. This problem arises naturally from the problem of counting polarized abelian varieties with com…