In this paper, we provide simple proofs of consistency for two well-known algorithms for mean curvature motion, Almgren-Taylor-Wang's(1) variational approach, and Merriman-Bence-Osher's algorithm. Our techniques, based on the same notion of strict sub- and superflows, also work in the (smooth) anisotropic case
The aim of the book is to study some aspects of geometric evolutions, such as mean curvature flow an...
We prove that a reaction-diffusion inclusion provides a sub-optimal approximation for anisotropic mo...
We prove that a reaction-diffusion inclusion provides a sub-optimal approximation for anisotropic mo...
In this paper, we provide simple proofs of consistency for two well-known algorithms for mean curvat...
In this paper, we provide simple proofs of consistency for two well-known algorithms for mean curvat...
We give a simple proof of convergence of the anisotropic variant of a well-known algorithm for mean ...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
We give a simple proof of convergence of the anisotropic variant of a well-known algorithm for mean ...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
We propose in this paper a new algorithm for computing the evolution by mean curvature of a hypersur...
In this work, we propose a new numerical scheme for the anisotropic mean curvature equation. The sol...
The aim of the book is to study some aspects of geometric evolutions, such as mean curvature flow an...
We prove that a reaction-diffusion inclusion provides a sub-optimal approximation for anisotropic mo...
We prove that a reaction-diffusion inclusion provides a sub-optimal approximation for anisotropic mo...
In this paper, we provide simple proofs of consistency for two well-known algorithms for mean curvat...
In this paper, we provide simple proofs of consistency for two well-known algorithms for mean curvat...
We give a simple proof of convergence of the anisotropic variant of a well-known algorithm for mean ...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
We give a simple proof of convergence of the anisotropic variant of a well-known algorithm for mean ...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
International audienceIn this paper, we propose a new scheme for anisotropic motion by mean curvatur...
We propose in this paper a new algorithm for computing the evolution by mean curvature of a hypersur...
In this work, we propose a new numerical scheme for the anisotropic mean curvature equation. The sol...
The aim of the book is to study some aspects of geometric evolutions, such as mean curvature flow an...
We prove that a reaction-diffusion inclusion provides a sub-optimal approximation for anisotropic mo...
We prove that a reaction-diffusion inclusion provides a sub-optimal approximation for anisotropic mo...
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