AbstractThis paper discusses error estimates and convergence for interpolation by div–curl spline under tension of a vector field in the classical vectorial Sobolev space on an open bounded set with a Lipschitz-continuous boundary. A property of convergence is also given when the set of interpolating points becomes more and more dense
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
AbstractConvergence properties of quadratic spline interpolation of continuous functions that does n...
AbstractBounds for the uniform norm of the errors in the second and third derivatives of cubic inter...
AbstractThis paper discusses Lp-error estimates for interpolation by thin plate spline under tension...
AbstractSharp error bounds for interpolating splines in tension with variable tension parameters are...
AbstractRigorous arguments are given establishing convergence rates and asymptotic behavior of inter...
We generalize techniques dating back to Duchon [4] for error estimates for interpolation by thin pla...
In their monograph, Bezhaev and Vasilenko have characterized the “mixed interpolating–smoothing spli...
AbstractIn this paper, we consider the spline in tension as an interpolatory tool that helps us avoi...
In this paper we construct Ritz-type projectors with boundary interpolation properties in finite dim...
AbstractWe study a vectorial approximation problem based on thin plate splines with tension involvin...
AbstractIn their monograph, Bezhaev and Vasilenko have characterized the “mixed interpolating–smooth...
summary:There are two grounds the spline theory stems from - the algebraic one (where splines are un...
. We show that the Lp(\Omega\Gamma5680/ of the error in surface spline interpolation of a compactl...
summary:Spline theory is mainly grounded on two approaches: the algebraic one (where splines are und...
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
AbstractConvergence properties of quadratic spline interpolation of continuous functions that does n...
AbstractBounds for the uniform norm of the errors in the second and third derivatives of cubic inter...
AbstractThis paper discusses Lp-error estimates for interpolation by thin plate spline under tension...
AbstractSharp error bounds for interpolating splines in tension with variable tension parameters are...
AbstractRigorous arguments are given establishing convergence rates and asymptotic behavior of inter...
We generalize techniques dating back to Duchon [4] for error estimates for interpolation by thin pla...
In their monograph, Bezhaev and Vasilenko have characterized the “mixed interpolating–smoothing spli...
AbstractIn this paper, we consider the spline in tension as an interpolatory tool that helps us avoi...
In this paper we construct Ritz-type projectors with boundary interpolation properties in finite dim...
AbstractWe study a vectorial approximation problem based on thin plate splines with tension involvin...
AbstractIn their monograph, Bezhaev and Vasilenko have characterized the “mixed interpolating–smooth...
summary:There are two grounds the spline theory stems from - the algebraic one (where splines are un...
. We show that the Lp(\Omega\Gamma5680/ of the error in surface spline interpolation of a compactl...
summary:Spline theory is mainly grounded on two approaches: the algebraic one (where splines are und...
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
AbstractConvergence properties of quadratic spline interpolation of continuous functions that does n...
AbstractBounds for the uniform norm of the errors in the second and third derivatives of cubic inter...
DOI
Add to ORKG