We will provide an abstract setting for mixed finite element method for biharmonic equation. The abstract setting casts mixed finite element method for first biharmonic equation and sec- ond biharmonic equation into a single framework altogether. We provide error estimates for both type biharmonic equation, and for the first time an error estimate for the second biharmonic equation
In this paper, we first split the biharmonic equation Delta(2)u = f with nonhomogeneous essential bo...
summary:A conformal finite element method is investigated for a dual variational formulation of the ...
International audienceWe propose an approximation of the solution of the biharmonic problem in $H_0^...
We will provide an abstract setting for mixed finite element method for biharmonic equation. The abst...
We will provide an abstract setting for mixed finite element method for biharmonic equation. The abst...
AbstractSome perturbed mixed finite element methods related to the reduced integration technique are...
In this work we present a finite element method for the biharmonicproblem based on the primal mixed ...
AbstractThis paper is devoted to the introduction of a mixed finite element for the solution of the ...
AbstractThis paper describes the finite element approximations based on a stationary variational pri...
Finite element methods for solving biharmonic boundary value problems are considered. The particular...
AbstractThis paper presents a mixed finite volume element scheme based on rectangular partition for ...
AbstractWe propose a stabilized finite element method for the approximation of the biharmonic equati...
In this article, the stabilizer free weak Galerkin (SFWG) finite element method is applied to the Ci...
International audienceWe study in this paper a P1 finite element approximation of the solution in $H...
This dissertation studies the biharmonic equation with Dirichlet boundary conditions in a polygonal ...
In this paper, we first split the biharmonic equation Delta(2)u = f with nonhomogeneous essential bo...
summary:A conformal finite element method is investigated for a dual variational formulation of the ...
International audienceWe propose an approximation of the solution of the biharmonic problem in $H_0^...
We will provide an abstract setting for mixed finite element method for biharmonic equation. The abst...
We will provide an abstract setting for mixed finite element method for biharmonic equation. The abst...
AbstractSome perturbed mixed finite element methods related to the reduced integration technique are...
In this work we present a finite element method for the biharmonicproblem based on the primal mixed ...
AbstractThis paper is devoted to the introduction of a mixed finite element for the solution of the ...
AbstractThis paper describes the finite element approximations based on a stationary variational pri...
Finite element methods for solving biharmonic boundary value problems are considered. The particular...
AbstractThis paper presents a mixed finite volume element scheme based on rectangular partition for ...
AbstractWe propose a stabilized finite element method for the approximation of the biharmonic equati...
In this article, the stabilizer free weak Galerkin (SFWG) finite element method is applied to the Ci...
International audienceWe study in this paper a P1 finite element approximation of the solution in $H...
This dissertation studies the biharmonic equation with Dirichlet boundary conditions in a polygonal ...
In this paper, we first split the biharmonic equation Delta(2)u = f with nonhomogeneous essential bo...
summary:A conformal finite element method is investigated for a dual variational formulation of the ...
International audienceWe propose an approximation of the solution of the biharmonic problem in $H_0^...
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