Quasi-interpolants Based on Trigonometric Splines
- 作者Tom Lyche; Larry L. Schumaker; Sonya Stanley
- 卷第95卷
- 期第2期
- 印刷ISSN0021-9045
- 电子ISSN1096-0430
- 文件大小393.73KB
- 发表时间1998
- DOI10.1006/jath.1998.3196
- 页码280-309
Some Remarks on Equivalence of Moduli of SmoothnessGuanzhen Zhou; Songping Zhou · 2001
On equivalence of moduli of smoothness of splines inKirill A. Kopotun · 2006
On equivalence of moduli of smoothness of polynomials in ,Yingkang Hu; Yongping Liu · 2005
A note on equivalence of moduli of smoothness on the sphereZ. Ditzian · 2007
Modified Adaptive AlgorithmsHu, Yingkang; Kopotun., Kirill A.; Yu, Xiang Ming · SIAM Journal on Numerical Analysis · 2000
Modified Adaptive AlgorithmsYingkang Hu, Kirill A. Kopotun and Xiang Ming Yu · SIAM Journal on Numerical Analysis · 2001
Convexity Preserving Approximation by Free Knot SplinesHu, Yingkang · SIAM Journal on Mathematical Analysis · 1991
Density-Weighted Fuzzy <emphasis emphasistype="italic">c</emphasis>-Means ClusteringR. Hathaway; . Yingkang Hu · 2009
Convex polynomial and spline approximation in C[−1, 1]Yingkang Hu; Dany Leviatan; Xiang Ming Yu · Constructive Approximation · 1994
On equivalence of moduli of smoothness of polynomials in ,Yingkang Hu; Yongping Liu · 2005
The Degree of Copositive Approximation and a Computer AlgorithmHu, Yingkang; Yu, Xiang Ming · SIAM Journal on Numerical Analysis · 1996