The purpose of this paper is to prove an interpolation theorem which arises in a method of coupling of a finite element and an analytical solution for boundary value problems with singularities
summary:A new finite element derivative recovery technique is proposed by using the polynomial inter...
AbstractIn this work we study a problem in bivariated interpolation associated with the Finite Eleme...
Abstract. We consider the the interpolation problem between H2(Ω) ∩H1D(Ω) and H1D(Ω), where Ω is a p...
This paper is focused on the first numerical tests for coupling between analytical solution and fini...
This paper is focused on the first numerical tests for coupling between analytical solution and fini...
This paper is focused on the first numerical tests for coupling between analytical solution and fini...
This paper is focused on the first numerical tests for coupling between analytical solution and fini...
AbstractIn this work we study a problem in bivariated interpolation associated with the Finite Eleme...
In this paper we present error estimates for a continuous coupling of an analytical and a numerical ...
summary:Interpolation on finite elements usually occurs in a Hilbert space setting, which means that...
summary:Interpolation on finite elements usually occurs in a Hilbert space setting, which means that...
Matching boundary data exactly in an elliptic problem avoids one of Strang's "variational crimes". (...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
This paper presents three new coupling methods for interior penalty discontinuous Galerkin finite el...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
summary:A new finite element derivative recovery technique is proposed by using the polynomial inter...
AbstractIn this work we study a problem in bivariated interpolation associated with the Finite Eleme...
Abstract. We consider the the interpolation problem between H2(Ω) ∩H1D(Ω) and H1D(Ω), where Ω is a p...
This paper is focused on the first numerical tests for coupling between analytical solution and fini...
This paper is focused on the first numerical tests for coupling between analytical solution and fini...
This paper is focused on the first numerical tests for coupling between analytical solution and fini...
This paper is focused on the first numerical tests for coupling between analytical solution and fini...
AbstractIn this work we study a problem in bivariated interpolation associated with the Finite Eleme...
In this paper we present error estimates for a continuous coupling of an analytical and a numerical ...
summary:Interpolation on finite elements usually occurs in a Hilbert space setting, which means that...
summary:Interpolation on finite elements usually occurs in a Hilbert space setting, which means that...
Matching boundary data exactly in an elliptic problem avoids one of Strang's "variational crimes". (...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
This paper presents three new coupling methods for interior penalty discontinuous Galerkin finite el...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
summary:A new finite element derivative recovery technique is proposed by using the polynomial inter...
AbstractIn this work we study a problem in bivariated interpolation associated with the Finite Eleme...
Abstract. We consider the the interpolation problem between H2(Ω) ∩H1D(Ω) and H1D(Ω), where Ω is a p...
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