In this paper we give an enclosure for the solution of the biharmonic problem and also for its gradient and Laplacian in the $L_2$-norm, respectively
In this note, we prove error estimates in natural norms on the approximation of the boundary data in...
summary:Study of the equicontinuity of biharmonic functions, of the Harnack's principle and inequali...
AbstractIt has been proven that if the solution exists to an inhomogeneous biharmonic equation in th...
In this paper we give an enclosure for the solution of the biharmonic problem and also for its gradi...
We will provide an abstract setting for mixed finite element method for biharmonic equation. The abst...
We propose a finite volume scheme for the approximation of a biharmonic problem with Dirichlet bound...
Finite element methods for solving biharmonic boundary value problems are considered. The particular...
We consider a non local boundary value problem for elliptic operator on a two dimensional domain wit...
In this paper we present two methods for replacing Dirichlet\u27s problem by a sequence of Robin\u27...
AbstractWe prove optimal Hölder and Lp estimates for solutions of the tangential Cauchy–Riemann equa...
International audienceWe propose an approximation of the solution of the biharmonic problem in $H_0^...
In [KP16] (arXiv:1605.07880) the authors introduced a second-order variational problem in L∞. The as...
International audienceIn this work, we study the existence, uniqueness and maximal L p-regularity of...
We consider the biharmonic operator subject to homogeneous boundary conditions of Neumann type on a...
We will provide an abstract setting for mixed finite element method for biharmonic equation. The abst...
In this note, we prove error estimates in natural norms on the approximation of the boundary data in...
summary:Study of the equicontinuity of biharmonic functions, of the Harnack's principle and inequali...
AbstractIt has been proven that if the solution exists to an inhomogeneous biharmonic equation in th...
In this paper we give an enclosure for the solution of the biharmonic problem and also for its gradi...
We will provide an abstract setting for mixed finite element method for biharmonic equation. The abst...
We propose a finite volume scheme for the approximation of a biharmonic problem with Dirichlet bound...
Finite element methods for solving biharmonic boundary value problems are considered. The particular...
We consider a non local boundary value problem for elliptic operator on a two dimensional domain wit...
In this paper we present two methods for replacing Dirichlet\u27s problem by a sequence of Robin\u27...
AbstractWe prove optimal Hölder and Lp estimates for solutions of the tangential Cauchy–Riemann equa...
International audienceWe propose an approximation of the solution of the biharmonic problem in $H_0^...
In [KP16] (arXiv:1605.07880) the authors introduced a second-order variational problem in L∞. The as...
International audienceIn this work, we study the existence, uniqueness and maximal L p-regularity of...
We consider the biharmonic operator subject to homogeneous boundary conditions of Neumann type on a...
We will provide an abstract setting for mixed finite element method for biharmonic equation. The abst...
In this note, we prove error estimates in natural norms on the approximation of the boundary data in...
summary:Study of the equicontinuity of biharmonic functions, of the Harnack's principle and inequali...
AbstractIt has been proven that if the solution exists to an inhomogeneous biharmonic equation in th...
DOI
Add to ORKG