Calculus of Variations and Geometric Measure Theory
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C. Mantegazza - A. Pluda - M. Pozzetta

A Survey of the Elastic Flow of Curves and Networks

created by pluda on 28 Sep 2020
modified by pozzetta1 on 08 Jan 2021


Accepted Paper

Inserted: 28 sep 2020
Last Updated: 8 jan 2021

Journal: Milan J. Math.
Year: 2020


We collect and present in a unified way several results in recent years about the elastic flow of curves and networks, trying to draw the state of the art of the subject. In particular, we give a complete proof of global existence and smooth convergence to critical points of the solution of the elastic flow of closed curves in $\mathbb{R}^2$. In the last section of the paper we also discuss a list of open problems.


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