Lectures on Mean Curvature Flow

  • ROBERT HASLHOFER
  • Published 2014

Abstract

A family of hypersurfaces evolves by mean curvature flow if the velocity at each point is given by the mean curvature vector. Mean curvature flow is the most natural evolution equation in extrinsic geometry, and has been extensively studied ever since the pioneering work of Brakke [Bra78] and Huisken [Hui84]. In the last 15 years, White developed a far… (More)

Topics

Figures and Tables

Sorry, we couldn't extract any figures or tables for this paper.

Slides referencing similar topics