Approximation rates for regularized level set power mean curvature flow
Heiko Kröner
Universität Hamburg, Germany
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Abstract
In [11] the evolution of hypersurfaces in with normal speed equal to a power of the mean curvature is considered and the level set solution of the flow is obtained as the -limit of a sequence 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