Add to ORKGAbstract. The topic of this work is to obtain discrete Sobolev inequalities for piecewise constant func-tions, and to deduce Lp error estimates on the approximate solutions of convection diusion equations by nite volume schemes. Mathematics Subject Classication. 65N15
We consider a convection-diffusion-reaction problem, and we analyze a stabilized mixed finite volume...
Abstract. We consider semi-discrete first-order finite difference schemes for a nonlinear degenerate...
University of Minnesota Ph.D. dissertatation. August 2012. Major:Mathematics. Advisor: Nicolai V. K...
The topic of this work is to obtain discrete Sobolev inequalities for piecewise constant functions,...
We prove the convergence of a finite volume method for the approximation of a convection-diffusion e...
Derivation, stability and error analysis in both discrete H1 and L2 norms for cellcentered FInite vo...
International audienceWe consider the approximation by multidimensional finite volume schemes of the...
this paper, LPEE will be extended to allow its use in conjunction with the Finite Volume (FV) type o...
AbstractAn overview of the nature of convection-diffusion problems and of the use of finite volume m...
International audienceIn this paper, we prove the convergence of a finite-volume scheme for the time...
In this paper, we provide $L^2$ error estimates for the semi-discrete local discontinuous Galerkin m...
Abstract. We analyze a posteriori error estimators for finite element discretizations of convection-...
We consider first-order finite difference schemes for a nonlinear degenerate convection-diffusion eq...
We study a finite volume method, used to approximate the solution of the linear two dimensional conv...
International audienceWe propose and study a posteriori error estimates for convection-diffusion-rea...
We consider a convection-diffusion-reaction problem, and we analyze a stabilized mixed finite volume...
Abstract. We consider semi-discrete first-order finite difference schemes for a nonlinear degenerate...
University of Minnesota Ph.D. dissertatation. August 2012. Major:Mathematics. Advisor: Nicolai V. K...
The topic of this work is to obtain discrete Sobolev inequalities for piecewise constant functions,...
We prove the convergence of a finite volume method for the approximation of a convection-diffusion e...
Derivation, stability and error analysis in both discrete H1 and L2 norms for cellcentered FInite vo...
International audienceWe consider the approximation by multidimensional finite volume schemes of the...
this paper, LPEE will be extended to allow its use in conjunction with the Finite Volume (FV) type o...
AbstractAn overview of the nature of convection-diffusion problems and of the use of finite volume m...
International audienceIn this paper, we prove the convergence of a finite-volume scheme for the time...
In this paper, we provide $L^2$ error estimates for the semi-discrete local discontinuous Galerkin m...
Abstract. We analyze a posteriori error estimators for finite element discretizations of convection-...
We consider first-order finite difference schemes for a nonlinear degenerate convection-diffusion eq...
We study a finite volume method, used to approximate the solution of the linear two dimensional conv...
International audienceWe propose and study a posteriori error estimates for convection-diffusion-rea...
We consider a convection-diffusion-reaction problem, and we analyze a stabilized mixed finite volume...
Abstract. We consider semi-discrete first-order finite difference schemes for a nonlinear degenerate...
University of Minnesota Ph.D. dissertatation. August 2012. Major:Mathematics. Advisor: Nicolai V. K...