2 Let
Download:
|
|
by J. Levesley, A. K. Kushpel, A. K. Kushpel, Caixa Postal
http://www.mcs.le.ac.uk/~jlevesley/gzip/quasi.ps.gz
Add To MetaCart
Abstract:
In this paper we consider a simple method of radial quasi-interpolation by polynomials on S 2 and present rates of convergence for this method on a wide range of smooth functions.
Citations
| 225 | Introduction to Fourier analysis on Euclidean spaces – Stein, Weiss - 1971 |
| 164 | Orthogonal Polynomials – Szego - 1975 |
| 33 | Spherical Harmonics – Muller - 1966 |
| 12 | Sommes de Cesaro et multiplicateurs des developpements en harmoniques spheriques – Bonami, Clerc - 1973 |
| 4 | On the behavior of special classes of ultraspherical expansions--I – Askey, Wainger - 1965 |
| 3 | On the best approximation of sets of function W ff p (S d ) by polynomials, Mat. Zametki 32 – Kamzolov - 1982 |
| 3 | Introduction to the Theory of Cubature Formulae – Sobolev - 1974 |
| 3 | Special functions and the theory of representations – Vilenkin - 1988 |
| 2 | Recherches sur la sommabilite des series ultraspheriques par la methode des moyennes arithmetiques – Kogbetliantz - 1924 |
| 1 | The Unitary and Rotation Groups", Spartan Books – Murnaghan - 1962 |
| 1 | Trigonometric Series", v.2 – Zygmund - 1959 |
