北京雁栖湖应用数学研究院

阿尔坦·谢什马尼 , 杨南君 , 袁北彗

Enno Kessler

2024年03月16日 10:00 至 11:30

A6-101

Zoom 638 227 8222 (BIMSA)

In this talk I want to show that the theory of moduli spaces of stable curves and stable maps has an interesting supergeometric generalization. Using the component field formalism we will show how the moduli space of super J-holomorhpic curves extends the moduli space of classical J-holomorphic curves. In genus zero the moduli spaces of super stable maps and super stable curves can then be constructed as a quotient. The inclusion of the moduli space of classical stable maps into the moduli space of super stable maps allows then to construct super Gromov-Witten invariants as integrals over the classical moduli spaces. based on joint work with Artan Sheshmani and Shing-Tung Yau