AbstractErrors in spline and Lagrangian methods of interpolation are compared for a range of functions, tabular intervals, and levels of data errors. For large step-sizes (an important case in practise) and fairly accurate data Lagrangian methods are considerably more accurate than splines
Spline curves, originally developed by numerical analysts for interpolation,are widely used in stati...
The aim of this paper is to reconstruct relevant & well elaborated models for Splines as well as...
Based on the theory of approximation, this paper presents a unified analysis of interpolation and re...
AbstractFor the evaluation of a polynomial spline function on a set of equidistant points the differ...
This Scientific Initiation article covered with the aid of codes developed an interface of the Mat...
ABSTRACT. Polynomial interpolation approximation has a considerably impor-tant role in the study of ...
AbstractSeveral implementations of Lagrange interpolation are compared for stability against roundin...
It is often important in practice to obtain approximate representations of physical data by relative...
Abstract-In numerical measuring processes the interpolation is an important part. Some algorithms of...
Abstract. This paper contains a detailed comparison between the Lagrange and Hermite polynomial inte...
AbstractThe usual interpolation method is that of Lagrange. The disadvantage of the method is that i...
The Numerical Recipes series of books are a useful resource, but all the algorithms they contain can...
This report analyzes and compares Barycentric Lagrange interpolation to Cardinal Trigonometric inter...
AbstractEight different algorithms for polynomial interpolation are compared with respect to stabili...
In this paper the theoretical link between splines and kriging is presented. Spline interpolation is...
Spline curves, originally developed by numerical analysts for interpolation,are widely used in stati...
The aim of this paper is to reconstruct relevant & well elaborated models for Splines as well as...
Based on the theory of approximation, this paper presents a unified analysis of interpolation and re...
AbstractFor the evaluation of a polynomial spline function on a set of equidistant points the differ...
This Scientific Initiation article covered with the aid of codes developed an interface of the Mat...
ABSTRACT. Polynomial interpolation approximation has a considerably impor-tant role in the study of ...
AbstractSeveral implementations of Lagrange interpolation are compared for stability against roundin...
It is often important in practice to obtain approximate representations of physical data by relative...
Abstract-In numerical measuring processes the interpolation is an important part. Some algorithms of...
Abstract. This paper contains a detailed comparison between the Lagrange and Hermite polynomial inte...
AbstractThe usual interpolation method is that of Lagrange. The disadvantage of the method is that i...
The Numerical Recipes series of books are a useful resource, but all the algorithms they contain can...
This report analyzes and compares Barycentric Lagrange interpolation to Cardinal Trigonometric inter...
AbstractEight different algorithms for polynomial interpolation are compared with respect to stabili...
In this paper the theoretical link between splines and kriging is presented. Spline interpolation is...
Spline curves, originally developed by numerical analysts for interpolation,are widely used in stati...
The aim of this paper is to reconstruct relevant & well elaborated models for Splines as well as...
Based on the theory of approximation, this paper presents a unified analysis of interpolation and re...
DOI
Add to ORKG