安德烈·利亚希克 , 尼古拉·莱舍提金 , 许睿捷

李昊沂

2026年10月26日 15:30 至 16:30

A7-201

In this talk, we will discuss the concept of superintegrability and how to construct examples using (linearized) moduli spaces of connections on Riemann surfaces and Hamiltonian reductions. In particular, we will present a construction of a spin version of the open Toda system via the Iwasawa decomposition of a split real group. We also construct an N-point generalization, which yields spin Toda chains, and derive the corresponding asymptotic boundary KZB-type equations.