Add to ORKGThe third order and the uniform cubic spline are defined and shown to have O(h3) and O(hA) convergence respectively when used for interpolation. 1
Computing numerical solutions of household’s optimization, one often faces the problem of interpolat...
AbstractWe study cubic spline interpolation with less restrictive continuity requirements at the kno...
AbstractConvergence properties of quadratic spline interpolation of continuous functions that does n...
The use of polynomial splines as a basis for the interpolation of discrete data can be theoretically...
AbstractConvergence of cubic spline interpolation for discontinuous functions are investigated. It i...
AbstractBounds for the uniform norm of the errors in the second and third derivatives of cubic inter...
A class of end conditions is derived for cubic spline interpolation at equally spaced knots. These c...
In this thesis, we study properties of cubic and quadratic spline interpolation. First, we define th...
AbstractThe error bounds considered are of the form ∥f(r) − s(r) ∥∞ ⩽ Cr ∥f(4) ∥∞ h4 − r, where s is...
AbstractThis paper is concerned with the cubic spline-on-spline procedure considered by Dolezal and ...
.M Prenter defines a cubic Spline function in an interval [a, b] as a piecewise cubic polynomial wh...
AbstractA class of end conditions is derived for cubic spline interpolation at unequally spaced knot...
Abstract—Based on analysis of basic cubic spline interpolation, the clamped cubic spline interpolati...
A spline is a thin flexible strip composed of a material such as bamboo or steel that can be bent to...
summary:Natural cubic interpolatory splines are known to have a minimal $L_2$-norm of its second der...
Computing numerical solutions of household’s optimization, one often faces the problem of interpolat...
AbstractWe study cubic spline interpolation with less restrictive continuity requirements at the kno...
AbstractConvergence properties of quadratic spline interpolation of continuous functions that does n...
The use of polynomial splines as a basis for the interpolation of discrete data can be theoretically...
AbstractConvergence of cubic spline interpolation for discontinuous functions are investigated. It i...
AbstractBounds for the uniform norm of the errors in the second and third derivatives of cubic inter...
A class of end conditions is derived for cubic spline interpolation at equally spaced knots. These c...
In this thesis, we study properties of cubic and quadratic spline interpolation. First, we define th...
AbstractThe error bounds considered are of the form ∥f(r) − s(r) ∥∞ ⩽ Cr ∥f(4) ∥∞ h4 − r, where s is...
AbstractThis paper is concerned with the cubic spline-on-spline procedure considered by Dolezal and ...
.M Prenter defines a cubic Spline function in an interval [a, b] as a piecewise cubic polynomial wh...
AbstractA class of end conditions is derived for cubic spline interpolation at unequally spaced knot...
Abstract—Based on analysis of basic cubic spline interpolation, the clamped cubic spline interpolati...
A spline is a thin flexible strip composed of a material such as bamboo or steel that can be bent to...
summary:Natural cubic interpolatory splines are known to have a minimal $L_2$-norm of its second der...
Computing numerical solutions of household’s optimization, one often faces the problem of interpolat...
AbstractWe study cubic spline interpolation with less restrictive continuity requirements at the kno...
AbstractConvergence properties of quadratic spline interpolation of continuous functions that does n...