Hsin-Yi Yang

most citedOn Tamagawa numbers of CM tori

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.NT2026

Murmurations in the depth aspect

Claire Burrin, Vivian Kuperberg, Min Lee +2

We compute the murmuration density function for the family of Hecke forms of weight $k$ and prime power level $N = ℓ^{a}$ , with $ℓ$ a fixed odd prime and $a \to \infty$ .

math.NT2026

CM-liftability of simple superspecial abelian surfaces over prime fields

Hsin-Yi Yang

For any prime $p > 0$ , we prove that simple superspecial abelian surfaces over $F_{p}$ admit CM liftings, by using the residual reflex condition (RRC) and Lie types. The CM-…

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…