Recently, a level set formulation is extended by the authors to handle evolution of curves driven by singular interfacial energy including crystalline energy. In this paper as an application of this theory a general convergence result is established for a crystalline algorithm for a general anisotropic curvature flow
International audienceWe prove existence and uniqueness of weak solutions to anisotropic and crystal...
A planar anisotropic curvature flow equation with constant driving force term is considered when the...
We show that every bounded subset of an Euclidean space can be approximated by a set that admits a c...
We give a simple proof of convergence of the anisotropic variant of a well-known algorithm for mean ...
We give a simple proof of convergence of the anisotropic variant of a well-known algorithm for mean ...
We prove existence and uniqueness of weak solutions to anisotropic and crystalline mean curvature fl...
We introduce a new notion of viscosity solutions for the level set formulation of the motion by crys...
An existence and uniqueness result, up to fattening, for crystalline mean curvature flows with forci...
An existence and uniqueness result, up to fattening, for crystalline mean curvature flows with forci...
In this talk I will present recent results concerning the level set formulation of the crystalline m...
In this talk I will present recent results concerning the level set formulation of the crystalline m...
International audienceAn existence and uniqueness result, up to fattening, for crystalline mean curv...
A general purely crystalline mean curvature flow equation with a nonuniform driving force term is co...
International audienceAn existence and uniqueness result, up to fattening, for crystalline mean curv...
International audienceAn existence and uniqueness result, up to fattening, for crystalline mean curv...
International audienceWe prove existence and uniqueness of weak solutions to anisotropic and crystal...
A planar anisotropic curvature flow equation with constant driving force term is considered when the...
We show that every bounded subset of an Euclidean space can be approximated by a set that admits a c...
We give a simple proof of convergence of the anisotropic variant of a well-known algorithm for mean ...
We give a simple proof of convergence of the anisotropic variant of a well-known algorithm for mean ...
We prove existence and uniqueness of weak solutions to anisotropic and crystalline mean curvature fl...
We introduce a new notion of viscosity solutions for the level set formulation of the motion by crys...
An existence and uniqueness result, up to fattening, for crystalline mean curvature flows with forci...
An existence and uniqueness result, up to fattening, for crystalline mean curvature flows with forci...
In this talk I will present recent results concerning the level set formulation of the crystalline m...
In this talk I will present recent results concerning the level set formulation of the crystalline m...
International audienceAn existence and uniqueness result, up to fattening, for crystalline mean curv...
A general purely crystalline mean curvature flow equation with a nonuniform driving force term is co...
International audienceAn existence and uniqueness result, up to fattening, for crystalline mean curv...
International audienceAn existence and uniqueness result, up to fattening, for crystalline mean curv...
International audienceWe prove existence and uniqueness of weak solutions to anisotropic and crystal...
A planar anisotropic curvature flow equation with constant driving force term is considered when the...
We show that every bounded subset of an Euclidean space can be approximated by a set that admits a c...
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