AbstractWe consider the problem of deriving accurate end conditions for cubic spline interpolation at equally spaced knots. In particular we derive a number of end conditions which lead to derivative approximations of high accuracy
summary:Natural cubic interpolatory splines are known to have a minimal $L_2$-norm of its second der...
summary:Natural cubic interpolatory splines are known to have a minimal $L_2$-norm of its second der...
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
Let s be a cubic spline, with equally spaced knots on [a,b], interpolating a given function y at the...
AbstractA class of end conditions is derived for cubic spline interpolation at unequally spaced knot...
AbstractWe consider the problem of deriving accurate end conditions for cubic spline interpolation a...
AbstractThis paper is concerned with the cubic spline-on-spline procedure considered by Dolezal and ...
AbstractThe error bounds considered are of the form ∥f(r) − s(r) ∥∞ ⩽ Cr ∥f(4) ∥∞ h4 − r, where s is...
A class of end conditions is derived for cubic spline interpolation at equally spaced knots. These c...
Let s be a cubic spline, with equally spaced knots on [a,b], interpolating a given function y at the...
Accurate end conditions are derived for quintic spline interpolation at equally spaced knots. These ...
AbstractA class of end conditions is derived for cubic spline interpolation at unequally spaced knot...
AbstractWe study cubic spline interpolation with less restrictive continuity requirements at the kno...
AbstractIn this paper a quadratic spline with its end condition in terms of function values at the k...
Graduation date: 1991This study deals specifically with classical cubic splines. Based on\ud a lemma...
summary:Natural cubic interpolatory splines are known to have a minimal $L_2$-norm of its second der...
summary:Natural cubic interpolatory splines are known to have a minimal $L_2$-norm of its second der...
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
Let s be a cubic spline, with equally spaced knots on [a,b], interpolating a given function y at the...
AbstractA class of end conditions is derived for cubic spline interpolation at unequally spaced knot...
AbstractWe consider the problem of deriving accurate end conditions for cubic spline interpolation a...
AbstractThis paper is concerned with the cubic spline-on-spline procedure considered by Dolezal and ...
AbstractThe error bounds considered are of the form ∥f(r) − s(r) ∥∞ ⩽ Cr ∥f(4) ∥∞ h4 − r, where s is...
A class of end conditions is derived for cubic spline interpolation at equally spaced knots. These c...
Let s be a cubic spline, with equally spaced knots on [a,b], interpolating a given function y at the...
Accurate end conditions are derived for quintic spline interpolation at equally spaced knots. These ...
AbstractA class of end conditions is derived for cubic spline interpolation at unequally spaced knot...
AbstractWe study cubic spline interpolation with less restrictive continuity requirements at the kno...
AbstractIn this paper a quadratic spline with its end condition in terms of function values at the k...
Graduation date: 1991This study deals specifically with classical cubic splines. Based on\ud a lemma...
summary:Natural cubic interpolatory splines are known to have a minimal $L_2$-norm of its second der...
summary:Natural cubic interpolatory splines are known to have a minimal $L_2$-norm of its second der...
AbstractQuadratic splines are generated which interpolate a function and its derivative at points mi...
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