Research

Interests

• super moduli space of super Riemann surfaces and applications to superstring theory and qft
• super algebraic geometry
• local geometric Langlands correspondence
• enumerative geometry and (super) integrable hierarchies

Papers

1. The super period map, superstring measure, and the Sato Grassmannian.
   In preparation.
2. The Neveu-Schwarz group and Schwarz’s extended super Mumford form (with A. Voronov).
   arXiv: 2412.18585.
3. Toward the Universal Mumford form on Sato Grassmannians (with A. Voronov).
   arXiv: 2412.18570.
4. The super Mumford form and Sato Grassmannian.
   Journal of Geometry and Physics, 180(104604), 2022. arXiv: 2002.06625. doi: 10.1016/j.geomphys.2022.104604.
5. Bell inequalities with communication assistance (with E. Chitambar).
   Physical Review A, 89:042108, 2014. arXiv: 1405.3211. doi: 10.1103/PhysRevA.89.042108.