summary:We show stability and consistency of the linear semi-implicit complementary volume numerical scheme for solving the regularized, in the sense of Evans and Spruck, mean curvature flow equation in the level set formulation. The numerical method is based on the finite volume methodology using the so-called complementary volumes to a finite element triangulation. The scheme gives the solution in an efficient and unconditionally stable way
We consider models for the simulation of curvature-driven incompressible bifluid flows, where the su...
http://www.springerlink.com/content/w0730416876v7655/International audienceA Level Set method for bi...
This paper presents a coupling method of the level set and volume of fluid methods based on a simple...
summary:We show stability and consistency of the linear semi-implicit complementary volume numerical...
Abstract. We show stability and consistency of the linear semi-implicit complementary volume numeric...
summary:Stability and convergence of the linear semi-implicit discrete duality finite volume (DDFV) ...
International audienceWe propose a new finite volume numerical scheme for the approximation of regul...
Many interfacial phenomena in physical and biological systems are dominated by high order geometric ...
none4We introduce a three-dimensional (3D) semi-implicit complementary volume numerical scheme for s...
summary:In this work we describe two schemes for solving level set equation in 3D with a method base...
In this paper we study the level set formulations of certain geometric evolution equations from a nu...
In this paper we introduce semi-implicit methods for evolving interfaces by mean curvature flow and ...
International audienceIn this paper we present a novel semi-implicit time-discretization of the leve...
Abstract: "We develop a level set theory for the mean curvature evolution of surfaces with arbitrary...
We analyse a finite difference scheme for the approximation of level set solutions to mean curvature...
We consider models for the simulation of curvature-driven incompressible bifluid flows, where the su...
http://www.springerlink.com/content/w0730416876v7655/International audienceA Level Set method for bi...
This paper presents a coupling method of the level set and volume of fluid methods based on a simple...
summary:We show stability and consistency of the linear semi-implicit complementary volume numerical...
Abstract. We show stability and consistency of the linear semi-implicit complementary volume numeric...
summary:Stability and convergence of the linear semi-implicit discrete duality finite volume (DDFV) ...
International audienceWe propose a new finite volume numerical scheme for the approximation of regul...
Many interfacial phenomena in physical and biological systems are dominated by high order geometric ...
none4We introduce a three-dimensional (3D) semi-implicit complementary volume numerical scheme for s...
summary:In this work we describe two schemes for solving level set equation in 3D with a method base...
In this paper we study the level set formulations of certain geometric evolution equations from a nu...
In this paper we introduce semi-implicit methods for evolving interfaces by mean curvature flow and ...
International audienceIn this paper we present a novel semi-implicit time-discretization of the leve...
Abstract: "We develop a level set theory for the mean curvature evolution of surfaces with arbitrary...
We analyse a finite difference scheme for the approximation of level set solutions to mean curvature...
We consider models for the simulation of curvature-driven incompressible bifluid flows, where the su...
http://www.springerlink.com/content/w0730416876v7655/International audienceA Level Set method for bi...
This paper presents a coupling method of the level set and volume of fluid methods based on a simple...