Embedded Files
I am an Assistant Professor at the Chinese University of Hong Kong. I was a Van Vleck Visiting Assistant Professor at UW Madison and before that I was a PhD student at Harvard under the supervision of Prof. Mark Kisin. Here is my CV.
My research is in arithmetic geometry. Among other things, I am interested in the cycle conjectures (Hodge, Tate, etc.), hyperkähler varieties, geometry and applications of Shimura varieties, particularly in positive characteristic.
Address: Unit 410, Academic Building No.1, The Institute of Mathematical Sciences, The Chinese University of Hong Kong, Shatin, N.T., Hong Kong
Email: zqyang@cuhk.edu.hk
Papers
Isogenies between K3 surfaces over the algebraic closure of 𝔽̅ₚ. International Mathematics Research Notices. (2020)
On Irreducible Symplectic Varieties of K3[n] -type in Positive Characteristic. Advances in Mathematics. (2023)
Twisted Derived Equivalences and Isogenies between K3 Surfaces in Positive Characteristic, Algebra and Number Theory (2023), joint with Daniel Bragg.
On the Tate Conjecture for Squares of K3 Surfaces over Finite Fields. arXiv:2110.01350
On the Tate Conjecture in Codimension One for Varieties with h2,0=1 over Finite Fields, joint with Paul Hamacher and Xiaolei Zhao. arXiv: 2207.11904
A Note on Systems of Realizations on Shimura Varieties. arXiv: 2304.10751
Arithmetic Deformation of Line Bundles, joint with David Urbanik. arXiv: 2310.08652
Pointwise Criteria for p-adic Local Systems, joint with Haoyang Guo. arXiv: 2409.19742
The Tate Conjecture for Surfaces of geometric genus one---Overcoming Singularities, joint with Haoyang Guo. arXiv: 2501.18541
Other Writings
Morphisms with Only Mild Singular Fibers and Bertini Theorems over Finite Fields (my undergrad senior thesis)
Teaching
At Harvard
Spring 2018: Curves on Algebraic Surfaces (Tutorial). Here are the notes taken by Daniel Kim.
Spring 2019: Linear Algebra and Differential Equations (Coaching)
Fall 2019: Linear Algebra and Differential Equations
Spring 2021: Linear Algebra and Differential Equations
At UW Madison
Fall 2021: Elementary matrices and Linear Algebra
Spring 2022: Linear Algebra
Fall 2022: Elementary matrices and Linear Algebra
Spring 2023: Modern Algebra
Fall 2023: Theory of single variable calculus
Spring 2024: Modern Algebra
At CUHK
Fall 2024: Topics in Number Theory
Spring 2025: Advanced Calculus II
Page updated
Google Sites
Report abuse