Evolution by Non-Convex Functionals


We establish a semi-group solution concept for morphological differential equations, such as the mean curvature flow equation. The proposed method consists in generating flows from generalized minimizers of nonconvex energy functionals. We use relaxation and convexification to define generalized minimizers. The main part of this work consists in… (More)


Cite this paper

@inproceedings{Elbau2008EvolutionBN, title={Evolution by Non-Convex Functionals}, author={Peter Elbau and Markus Grasmair and Frank Lenzen and Otmar Scherzer}, year={2008} }