Add to ORKGWe study the mathematical well-posedness of the Crystalline Mean Curvature Flow in all dimensions and for arbitrary anisotropies and (convex) mobilities by means of a variational approach recently developed in collaboration with A. Chambolle, M. Novaga, and M. Ponsiglione.Non UBCUnreviewedAuthor affiliation: Università di ParmaFacult
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
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...
An existence and uniqueness result, up to fattening, for crystalline mean curvature flows with forci...
An existence and uniqueness result, up to fattening, for a class of crystalline mean curvature flows...
An existence and uniqueness result, up to fattening, for crystalline mean curvature flows with forci...
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 audienceAn existence and uniqueness result, up to fattening, for crystalline mean curv...
International audienceWe consider a variational scheme for the anisotropic (including crystalline) m...
International audienceWe consider a variational scheme for the anisotropic (including crystalline) m...
A general purely crystalline mean curvature flow equation with a nonuniform driving force term is co...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
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...
An existence and uniqueness result, up to fattening, for crystalline mean curvature flows with forci...
An existence and uniqueness result, up to fattening, for a class of crystalline mean curvature flows...
An existence and uniqueness result, up to fattening, for crystalline mean curvature flows with forci...
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 audienceAn existence and uniqueness result, up to fattening, for crystalline mean curv...
International audienceWe consider a variational scheme for the anisotropic (including crystalline) m...
International audienceWe consider a variational scheme for the anisotropic (including crystalline) m...
A general purely crystalline mean curvature flow equation with a nonuniform driving force term is co...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...
We prove a local existence and uniqueness result of crystalline mean curvature flow starting from a ...