1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.NT2023
A Note on Systems of Realizations on Shimura Varieties
Ziquan Yang
Let be a Shimura datum of abelian type. It is well known that the corresponding Shimura variety should be a moduli space of abelian motives equipped wi…
math.NT2021★ 1 cited
The Tate Conjecture for Motivic Endomorphisms of K3 Surfaces over Finite Fields
Ziquan Yang
The Tate conjecture for squares of K3 surfaces over finite fields was recently proved by Ito-Ito-Koshikawa. We give a more geometric proof when the characteristic is at least 5. Th…
math.NT2018
Isogenies between K3 Surfaces over
Ziquan Yang
We generalize Mukai and Shafarevich's definitions of isogenies between K3 surfaces over to an arbitrary perfect field and describe how to construct isogenous K3 surfac…