AbstractIn this work we study a problem in bivariated interpolation associated with the Finite Element Method, using an interpolation technique called “Interpolation Systems”
AbstractBivariate Cauchy-Vandermonde determinants arise in some bivariate rational interpolation pro...
AbstractThis paper concerns the construction of a quadrilateral finite element whose interpolation s...
Matching boundary data exactly in an elliptic problem avoids one of Strang's "variational crimes". (...
AbstractIn this work we study a problem in bivariated interpolation associated with the Finite Eleme...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
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...
The purpose of this paper is to prove an interpolation theorem which arises in a method of coupling ...
AbstractThe main aim of this paper is to derive an interpolation theorem (Theorem 1) which implies b...
AbstractThe stability of two-dimensional interpolating polynomials as the interpolation points coale...
AbstractBoolean sum smooth interpolation to boundary data on a triangle is described. Sufficient con...
This paper is an overview of recent developments in the construction of finite element interpolants,...
AbstractIn the analysis of a finite element method (FEM) we can describe the shape of a given elemen...
A Finite Element technique to interpolate general data (function values and its derivatives) has bee...
AbstractBivariate Cauchy-Vandermonde determinants arise in some bivariate rational interpolation pro...
AbstractThis paper concerns the construction of a quadrilateral finite element whose interpolation s...
Matching boundary data exactly in an elliptic problem avoids one of Strang's "variational crimes". (...
AbstractIn this work we study a problem in bivariated interpolation associated with the Finite Eleme...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
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...
The purpose of this paper is to prove an interpolation theorem which arises in a method of coupling ...
AbstractThe main aim of this paper is to derive an interpolation theorem (Theorem 1) which implies b...
AbstractThe stability of two-dimensional interpolating polynomials as the interpolation points coale...
AbstractBoolean sum smooth interpolation to boundary data on a triangle is described. Sufficient con...
This paper is an overview of recent developments in the construction of finite element interpolants,...
AbstractIn the analysis of a finite element method (FEM) we can describe the shape of a given elemen...
A Finite Element technique to interpolate general data (function values and its derivatives) has bee...
AbstractBivariate Cauchy-Vandermonde determinants arise in some bivariate rational interpolation pro...
AbstractThis paper concerns the construction of a quadrilateral finite element whose interpolation s...
Matching boundary data exactly in an elliptic problem avoids one of Strang's "variational crimes". (...
DOI
Add to ORKG