We consider the evolution by mean curvature in a highly heterogeneous medium, modeled by a periodic forcing term, with large L-infinity-norm but with zero average. We prove the existence of a homogenization limit, when the dimension of the periodicity cell tends to zero, and show some properties of the effective velocity.

Homogenization of fronts in highly heterogeneous media

NOVAGA, MATTEO
2011-01-01

Abstract

We consider the evolution by mean curvature in a highly heterogeneous medium, modeled by a periodic forcing term, with large L-infinity-norm but with zero average. We prove the existence of a homogenization limit, when the dimension of the periodicity cell tends to zero, and show some properties of the effective velocity.
2011
Barles, G; A., Cesaroni; Novaga, Matteo
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11568/144863
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