A PDF version can be found here.

Education

Ph.D. in Mathematics, Rutgers, the State University of New Jersey, 2020-present
- Advisor: Prof. Lev Borisov
B.S. in Mathematics, University of Science and Technology of China, 2016-2020
- Thesis Advisor: Prof. Xiao-Wu Chen
- Thesis Title: Fourier-Mukai Transforms and Derived McKay Correspondence

Research Interests

For a detailed description of these papers and projects, see here.

Elliptic genera of Pfaffian-Grassmannian double mirrors, in progress.
Stringy E-functions of generalized Pfaffian double mirrors, in preparation.
Central charges in local mirror symmetry via hypergeometric duality. arXiv:2404.16258.
Analytic continuation of better-behaved GKZ systems and Fourier-Mukai transforms. arXiv:2305.12241. Under revision.
On hypergeometric duality conjecture, with Lev Borisov. Advances in Mathematics, Volume 442 (2024), 109582. arXiv:2301.01374 journal
On duality of certain GKZ hypergeometric systems, with Lev Borisov and Chengxi Wang, Asian Journal of Mathematics, Volume 25 (2021), No.1, 65-88. arXiv:1910.04039 journal

Rutgers Algebra Seminar, Rutgers University, April 2024.
Algebraic Geometry Northeastern Series, 5-minute talk, University of Pennsylvania, October 2023. Slides (See also the talk given by Lev Borisov based on the same project)
Rutgers Algebra Seminar, Rutgers University, February 2023.