2-115 Math Tower
Stony Brook University
100 Nicolls Rd, Stony Brook, NY, 11794, US

Email: AT


I am a mathematic Ph.D candidate in Stony Brook University working on Riemann surfaces and algebraic geometry. My research interest lies in the geometry of (compactified) moduli spaces of curves / p.p.a.v / abelian differentials, Siegel modular forms and theta functions. My advisor is Samuel Grushevsky.

Curriculum Vitae

Paper, Preprints & Notes

  • (With C. Norton) General Variational Formulas for Abelian Differentials.
    Preprint, arXiv:1706.05366, 2017. Submitted.

  • Locus of Plane Quartics with A Hyperflex.
    Proc. Amer. Math. Soc. 145 (2017), 1399-1413

  • Compact Complex Surfaces: Ruled Surfaces (undergraduate thesis 2012, in Chinese, supervised by Fangyang Zheng, Ohio State University).