动力系统讨论班  

题目：Explicit evaluation of Stokes matrices via the isomonodromic approach

报告人：徐晓濛教授（北京大学） 

摘要：The Stokes matrices of linear systems and the associated isomonodromy equation play important roles in the study of Frobenius manifolds, stability conditions, representation theory and so on. The isomonodromy equation is a multi-time dependent Hamiltonian system, with the linear system as a Lax representation. Similar to the inverse scattering method, this talk solves the isomonodromy equation in terms of the scattering data, i.e., the Stokes matrices. Equivalently, it gives explicit expression of the Stokes matrices via the boundary values of the isomonodromy equation. As a consequence, many global properties of the solutions of isomonodromy equations can be derived. 

报告时间：2024年04月19日（周五） 上午10:30-11:30

 报告地点：永利3044官网本部新教二楼510

 联系人：孙善忠