A PDF version can be found here.

Education

• Ph.D. in Mathematics, Rutgers, the State University of New Jersey, 2020-2025
  • Advisor: Prof. Lev Borisov
  • Thesis title: GKZ hypergeometric systems and toric mirror symmetry
• B.S. in Mathematics, University of Science and Technology of China, 2016-2020
  • Advisor: Prof. Xiao-Wu Chen
  • Thesis Title: Fourier-Mukai Transforms and Derived McKay Correspondence

Research Interests

• Algebraic Geometry, especially mirror symmetry and related areas.

Publications and preprints

• GKZ hypergeometric systems and toric mirror symmetry, Ph.D. Thesis.

• Stringy Hodge numbers of Pfaffian double mirrors and Homological Projective Duality. arXiv:2409.17449. Submitted.

• Central charges in local mirror symmetry via hypergeometric duality. arXiv:2404.16258. Submitted.

• Analytic continuation of better-behaved GKZ systems and Fourier-Mukai transforms. Épijournal de Géométrie Algébrique, to appear. arXiv:2305.12241

• 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

Talks and Presentations

• Georgia Algebraic Geometry Symposium, mini-talk, Mar 2025.

• Syzygies and Mirror Symmetry Virtual Seminar, Feb 2025.

• Western Algebraic Geometry Symposium, University of Arizona, Nov 2024. Poster

• Algebraic Geometry Northeastern Series, 5-minute talk & poster, Dartmouth College, Nov 2024.

• Rutgers Algebra Seminar, Rutgers University, Oct 2024.

• Columbia Enumerative Geometry Seminar, Columbia University, Sept 2024.

• Richmond Geometry Meeting, Virginia Commonwealth University, Aug 2024. Poster

• Rutgers Algebra Seminar, Rutgers University, Apr 2024.

• Algebraic Geometry Northeastern Series, 5-minute talk, University of Pennsylvania, Oct 2023. Slides (See also the talk given by Lev Borisov based on the same project)

• Rutgers Algebra Seminar, Rutgers University, Feb 2023.

Teaching

Rutgers University

• Math 551: Abstract Algebra I, TA, Fall 2024
• Math 111: Precalculus, TA, Spring 2024
• Math 552: Abstract Algebra II, TA, Spring 2024
• Math 551: Abstract Algebra I, TA, Fall 2023
• Math 477: Mathematical Theory of Probability, TA, Fall 2023
• Math 244: Differential Equations for Engineering and Physics, TA, Spring 2023
• Math 354: Linear Optimization, TA, Fall 2022
• Math 251: Multivariable Calculus, TA, Spring 2022
• Math 251H: Multivariable Calculus, TA, Fall 2021

University of Science and Technology of China

• Foundation of Algebra, TA, Fall 2019
• Modern Algebra, TA, Spring 2019
• Foundation of Algebra, TA, Fall 2018