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Approximation Theory: Proceedings of the International Dortmund Meeting IDoMAT'95 held in Witten, Germany, March 13-17, 1995
Manfred W. Müller (Editor), Michael Felten (Editor), Detlef H. Mache (Editor)
ISBN: 978-3-05-501673-8
Hardcover
334 pages
November 1995
US $75.00 Add to Cart

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  • Description
  • Table of Contents
Approximation Theory Methods for the Study of Diffusion Equations (F. Altomare).

The Approximation Theoretical Behaviour of Solutions of Specific Hyperbolic Differential Equations at Zero and Infinity (P. Butzer & A. Gessinger).

Boundedness of Lagrange and Hermite Operators (B. Vecchia, et al.).

De La Vallée Poussin and Bernstein - Type Operators (M. Derriennic).

On Error Bounds for Finite Difference Schemes (H. Esser, et al.).

Generalization of Bernstein - Type Approximation Methods (I. Gavrea & D. Mache).

Polynomials in the Complex Plane (M. Golitschek).

Error Estimates for Polynomial and Spline Interpolation by the Modulus of Continuity (P. Köhler).

Approximation by Constrained and Unconstrained Polynomials on Finite and Infinite Intervals (A. Kroó & J. Szabados).

On the Inverse Mean Value Property of Harmonic Functions on Ellipses and Best Harmonic L1 - Approximation (P. Kubach).

Recent Developments in Shape Preserving Approximation (D. Leviatan).

The Approximation by Means of Some Linear Positive Operators (A. Lupaş).

Minimality Properties and Applications of Four Kinds of Chebyshev Polynomials (J. Mason).

Best Constants in Estimates with Second Order Moduli of Continuity (R. P&acaron;lt&acaron;nea).

Some Density Problems in Multivariate Approximation (A. Pinkus).

On Local Parametric Approximation by Polynomial Curves (K. Scherer).

Trigonometric Wavelets and the Uncertainty Principle (K. Selig).

Orthogonal Polynomials with Perturbed Recurrence Coefficients (M.-R. Skrzipek).

On p - Normal Pointsystems: A Survey (P. Vértesi).

List of Participants.