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Discrete anisotropic curvature flow of graphs

Klaus DeckelnickGerhard Dziuk — 2010

ESAIM: Mathematical Modelling and Numerical Analysis

The evolution of –dimensional graphs under a weighted curvature flow is approximated by linear finite elements. We obtain optimal error bounds for the normals and the normal velocities of the surfaces in natural norms. Furthermore we prove a global existence result for the continuous problem and present some examples of computed surfaces.

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