Add to ORKGWe prove the convergence of a finite volume method for the approximation of a convection-diffusion equation involving a Joule effect term. The convergence proof relies on compactness arguments and on a priori estimates building on a discrete version of the second-order Gagliardo-Nirenberg inequality we also establish in this paper
Abstract. We prove the convergence of a nite volume method for a noncoercive linear elliptic problem...
International audienceIn this work, we apply a method due to De Giorgi [3] in order to establish a p...
International audienceWe study here the approximation by a finite-volume scheme of a heat equation f...
This work is devoted to a Finite Volume method to approximate the solution of a convection-diffusion...
International audienceIn this paper, we prove the convergence of a finite-volume scheme for the time...
Abstract. The topic of this work is to obtain discrete Sobolev inequalities for piecewise constant f...
International audienceWe study a finite volume scheme for the approximation of the solution to conve...
International audienceWe consider the approximation by multidimensional finite volume schemes of the...
We study a finite volume scheme for the approximation of the solution to convection diffusion equati...
The topic of this work is to obtain discrete Sobolev inequalities for piecewise constant functions,...
AbstractAn overview of the nature of convection-diffusion problems and of the use of finite volume m...
We show here the convergence of the finite volume approximate solutions of a convection-diffusion eq...
Derivation, stability and error analysis in both discrete H1 and L2 norms for cellcentered FInite vo...
We study a finite volume method, used to approximate the solution of the linear two dimensional conv...
Special issue on "Advanced numerical methods: recent developments, analysis and application"Internat...
Abstract. We prove the convergence of a nite volume method for a noncoercive linear elliptic problem...
International audienceIn this work, we apply a method due to De Giorgi [3] in order to establish a p...
International audienceWe study here the approximation by a finite-volume scheme of a heat equation f...
This work is devoted to a Finite Volume method to approximate the solution of a convection-diffusion...
International audienceIn this paper, we prove the convergence of a finite-volume scheme for the time...
Abstract. The topic of this work is to obtain discrete Sobolev inequalities for piecewise constant f...
International audienceWe study a finite volume scheme for the approximation of the solution to conve...
International audienceWe consider the approximation by multidimensional finite volume schemes of the...
We study a finite volume scheme for the approximation of the solution to convection diffusion equati...
The topic of this work is to obtain discrete Sobolev inequalities for piecewise constant functions,...
AbstractAn overview of the nature of convection-diffusion problems and of the use of finite volume m...
We show here the convergence of the finite volume approximate solutions of a convection-diffusion eq...
Derivation, stability and error analysis in both discrete H1 and L2 norms for cellcentered FInite vo...
We study a finite volume method, used to approximate the solution of the linear two dimensional conv...
Special issue on "Advanced numerical methods: recent developments, analysis and application"Internat...
Abstract. We prove the convergence of a nite volume method for a noncoercive linear elliptic problem...
International audienceIn this work, we apply a method due to De Giorgi [3] in order to establish a p...
International audienceWe study here the approximation by a finite-volume scheme of a heat equation f...