# Approximation rates for regularized level set power mean curvature flow

### Heiko Kröner

Universität Hamburg, Germany

## Abstract

In [11] the evolution of hypersurfaces in $R_{n+1}$ with normal speed equal to a power $k>1$ of the mean curvature is considered and the level set solution $u$ of the flow is obtained as the $C_{0}$-limit of a sequence $u_{ϵ}$ of smooth functions solving the regularized level set equations. We prove a rate for this convergence.

## Cite this article

Heiko Kröner, Approximation rates for regularized level set power mean curvature flow. Port. Math. 74 (2017), no. 2, pp. 115–126

DOI 10.4171/PM/1995