Spectral duality for Gaudin systems with boundary
组织者
演讲者
时间
2025年04月14日 15:20 至 16:30
地点
A7-101
摘要
Two classical integrable systems are called spectrally dual if they are defined on the same phase space (or if there exists a Poisson map between their phase spaces), and the spectral curves of these two systems are connected via a change of coordinates z and w. I will give an elementary proof of the spectral duality of two classical Gaudin models: the first one is associated with orthogonal Lie algebra, while the second one is constructed via reflection equation for general linear Lie algebra.
演讲者介绍
Ivan Sechin has defended a PhD thesis on Mathematical Physics at Skoltech in 2022 and joined BIMSA in 2022. His research interests are mainly devoted to classical and quantum integrable systems.