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Geometric analysis| Existence of self-similar solutions to the anisotropic affine curve-shortening flow

来源:太阳集团tcy8722网站 发布时间:2019-09-30   635

报告人:Jian Lu (University of Wollongong)

题目:Existence of self-similar solutions to the anisotropic affine curve-shortening flow

时间:2019年10月17日(周四)下午2:00-3:00

地点:玉泉校区欧阳楼314

摘要:The generalized plane curve-shortening flow and its convex self-similar solutions have attracted great attention over the last three decades. However, there are only a few results about the affine curve-shortening flow, which is an important special case of the plane curve-shortening flow. This is due to its invariance under linear transformations on the plane. In this talk, we will introduce a new existence result of self-similar solutions to the anisotropic affine curve-shortening flow, which is based on a new generalized Blaschke-Santal/’o inequality.


联系人:李奇睿(qi-rui.li@zju.edu.cn)


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