报告题目：Darboux transformations for isotropic curve flows
报 告 人：吴志伟 (中山大学 副教授)
报告时间：2020年9月24日 15:00 开始
报告地点：阳明麻豆视频av303会议室
报告摘要： Geometric curve flows and integrable equations are highly related. In this talk, we will discuss isotropic curve flows whose invariants are solutions for KdV-type hierarchies. Darboux transformations for these flows will be constructed based on the corresponding splitting theory. As an example, we will give the curve flow representation for the KdV and the KK equation.
报告人简介：吴志伟博士, 中山大学数学麻豆视频av（珠海），副教授. 美国加州大学尔湾分校（University of California-Irvine）博士, 研究领域: 微分几何，可积系统，数学物理. 相关结果发表在Journal of Differential Geometry，Journal of Geometric Analysis, Journal of Math. Phys. 等杂志上.
