2020.11.7，吴志伟 副教授，Darboux transformations for geometric curve flows
发布时间: 2020-11-03 08:39 作者: 点击: 480
学术报告
题 目： |
Darboux transformations for geometric curve flows |
报告人： |
吴志伟 副教授，中山大学 数学学院（珠海） |
摘 要： |
Geometric curve flows and integrable equations are highly related, equations such as NLS and KdV have natural curve flow correspondence. In this talk, we will discuss 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 examples, we will give the curve flow representation for the KdV and the KK equation. This talk is based on the joint work with Chuu-Lian Terng. |
时 间： |
11月7日 星期六 10:00—11:00 |
方 式： |
腾讯会议 会议 ID：569 883 382 会议密码：1508 |
邀请人： |
田凯 副教授 |
