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New Developments in Approximation Theory

2nd International Dortmund Meeting (IDoMAT 98), February 23-27, 1998
BuchGebunden
344 Seiten
Englisch
Springererschienen am01.07.1999
These refereed papers contain developments in univariate and multivariate approximation theory, applications in computer-aided geometrical design, a tool in engineering and medical technology, radial basis functions, bivariate spline interpolation, and subdivision algorithms.mehr
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EUR136,96
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Produkt

KlappentextThese refereed papers contain developments in univariate and multivariate approximation theory, applications in computer-aided geometrical design, a tool in engineering and medical technology, radial basis functions, bivariate spline interpolation, and subdivision algorithms.

Inhalt/Kritik

Inhaltsverzeichnis
Feller semigroups, Bernstein type operators and generalized convexity associated with positive projections, Francesco Altomare; Gregory's rational cubic splines in interpolation subject to derivative obstacles, Marion Bastian-Walther and Jochen W. Schmidt; interpolation by splines on triangulations, Oleg Vadydov et al; on the use of quasi-Newton methods in DAE-codes, Christoph Fredebeul and Christoph Weber; on the regularity of some differential operators, Karsten Kamber and Xinlong Zhou; some inequalities for trigonometric polynomials and their derivatives, Hans-Bernd Knoop and Xinlong Zhou; Inf-convolution and radial basis functions, Alain Le Mehaute; on a special property of the averaged modulus for functions of bounded variation, Burkhard Lenze; a simple approach to the variational theory for interpolation on spheres, Jeremy Levesley et al; constants in comonotone polynomial approximation - a survey, L. Leviatan and I.A. Shevchuk; will Ramanujan kill Baker-Gammel-Wills? (a selective survey of Pade approximation), Doron S. Lubinsky; approximation operators of binomial type, Alexandru Lupas; certain results involving gammaoperators, Alexandru Lupas et al; recent research at Cambridge on radial basis functions, M.J.D. Powell; representation of quasi-interpolants as differential operators and applications, Paul Sablonniere; native Hilbert spaces for radial basis functions 1, Robert Schaback; adaptive approximation with Walsh-similar functions, Bl. Sendov; dual recurrence and Christoffel-Darboux-type formulas for orthogonal polynomials, Michael-Ralf Skrzipek; on some problems of weighted polynomial approximation and interpolation, Jozsef Szabados; asymptotics of derivatives of orthogonal polynomials based on generalized Jacobi weights - some new theorems and applications, Peter Vertesi.mehr

Autor

Michael Felten, geb. 1951, arbeitet seit 28 Jahren als Gymnasiallehrer für Mathematik und Kunst in Köln. Er ist Autor von Unterrichtsmaterialien und Präventionsmedien, Erziehungsratgebern und pädagogischen Essays.
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Herausgegeben von Müller, Manfred W.