Chordal cubic spline interpolation is fourth order accurate
by
Michael S. Floater
| Citations: | 8 - 6 self |
BibTeX
@MISC{Floater_chordalcubic,
author = {Michael S. Floater},
title = {Chordal cubic spline interpolation is fourth order accurate},
year = {}
}
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Abstract
Citations
| 818 | A Practical Guide to Splines - Boor - 1978 |
| 84 | The Theory of Splines and Their Applications - Ahlberg, Nilson, et al. - 1967 |
| 10 | Error bounds for spline interpolation - Birkhoff, Boor - 1964 |
| 10 | Optimal error bounds for cubic spline interpolation - Hall, Meyer - 1976 |
| 6 | Arc length estimation and the convergence of parametric polynomial interpolation - Floater |
| 6 | Choosing nodes in parametric curve interpolation, Computer-Aided Design 21 - Lee - 1989 |
| 6 | A metric for parametric approximation - Lyche, Mørken - 1994 |
| 5 | Degree of approximation of spline interpolation - Sharma, Meir - 1966 |
