On the existence of optimal quadrature formulae for smooth functions

Author:

Bojanov B. D.

Publisher

Springer Science and Business Media LLC

Subject

Computational Mathematics,Algebra and Number Theory

Reference15 articles.

1. R. B. Barrar, H. L. Loeb, H. Werner,On the existence of optimal integration formulas for analytic functions, Numer. Math.23 (1974), 105–117.

2. H. L. Loeb,A note on optimal integration in H ∞, C. R. Acad. Bulgare Sci.27 (1974), 615–619.

3. R. B. Barrar, H. L. Loeb,On a nonlinear characterization problem for monosplines, J. Approximation Theory18 (1976), 220–240.

4. S. Karlin,On a class of best nonlinear approximation problems and extended monosplines, in studies in spline function and approximation theory (1976), Academic Press, New York, 19–66.

5. A. Paulik,Zur Existenz optimaler Quadraturformeln mit freien Knoten bei Integration analytischer Functionen, Numer. Math.27 (1977), 395–405.

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