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Item Details
Title: APPROXIMATION THEORY
INTERNATIONAL SYMPOSIUM PROCEEDINGS
Volume: 9th
By: Charles K. Chui (Editor), Larry L. Schumaker (Editor)
Format: Hardback

List price: £94.00


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ISBN 10: 0826513263
ISBN 13: 9780826513267
Publisher: VANDERBILT UNIVERSITY PRESS
Pub. date: 30 November, 1998
Series: Innovations in Applied Mathematics S.
Pages: 472
Description: Volume 2 in a two volume selection of papers from the Ninth International Symposium on Approximation Theory, held in January, 1998. In the INNOVATIONS IN APPLIED MATHEMATICS series, it is aimed at mathematicians, engineers and computer scientists working in approximation theory, wavelets, computer-aided geometric design and numerical analysis.
Synopsis: This meticulously edited selection of papers comes out of the Ninth International Symposium on Approximation Theory held in Nashville, Tennessee, in January, 1998. Each volume contains several invited survey papers written by experts in the field, along with contributed research papers.This book should be of great interest to mathematicians, engineers, and computer scientists working in approximation theory, wavelets, computer-aided geometric design (CAGD), and numerical analysis.Among the topics included in the books are the following: adaptive approximationapproximation by harmonic functionsapproximation by radial basis functionsapproximation by ridge functionsapproximation in the complex planeBernstein polynomialsbivariate splinesconstructions of multiresolution analysesconvex approximationframes and frame basesFourier methods generalized moduli of smoothnessinterpolation and approximation by splines on triangulationsmultiwavelet basesneural networksnonlinear approximationquadrature and cubaturerational approximationrefinable functionssubdivision schemesthin plate splineswavelets and wavelet systems
Illustrations: illustrations
Publication: US
Imprint: Vanderbilt University Press
Returns: Returnable
Some other items by this author:
AN INTRODUCTION TO WAVELETS (HB)
APPLIED MATHEMATICS (HB)
APPROXIMATION OF FUNCTIONS: THEORY AND NUMERICAL METHODS (PB)
APPROXIMATION THEORY (HB)
APPROXIMATION THEORY (HB)
APPROXIMATION THEORY (HB)
APPROXIMATION THEORY VIII (HB)
APPROXIMATION THEORY X ABSTRACT AND CLASSICAL ANALYSIS (HB)
APPROXIMATION THEORY X WAVELETS, SPLINES AND APPLICATIONS (HB)
APPROXIMATION THEORY XIII: SAN ANTONIO 2010 (HB)
APPROXIMATION THEORY XIII: SAN ANTONIO 2010 (PB)
APPROXIMATION THEORY XIV: SAN ANTONIO 2013 (HB)
APPROXIMATION THEORY XIV: SAN ANTONIO 2013 (PB)
APPROXIMATION THEORY XV: SAN ANTONIO 2016 (HB)
COMPUTATIONAL ERROR AND COMPLEXITY IN SCIENCE AND ENGINEERING (HB)
CURVES AND SURFACES
CURVES AND SURFACES (HB)
CURVES AND SURFACES WITH APPLICATIONS IN CAGD (HB)
CURVES AND SURFACES WITH APPLICATIONS IN CAGD (HB)
DISCRETE H? OPTIMIZATION (PB)
FUNDAMENTALS OF COMPUTER-AIDED GEOMETRIC DESIGN (HB)
KALMAN FILTERING (HB)
KALMAN FILTERING (HB)
KALMAN FILTERING (PB)
KALMAN FILTERING (PB)
KALMAN FILTERING (PB)
LINEAR SYSTEMS AND OPTIMAL CONTROL (PB)
MATHEMATICAL METHODS FOR CURVES AND SURFACES (HB)
MATHEMATICALS METHODS FOR CURVES AND SURFACES (HB)
MULTIVARIATE APPROXIMATION THEORY IV (HB)
MULTIVARIATE SPLINES (PB)
NUMERICAL METHODS IN APPROXIMATION THEORY (HB)
SIGNAL PROCESSING AND SYSTEMS THEORY (PB)
SPLINE FUNCTIONS (HB)
SPLINE FUNCTIONS (HB)
SPLINE FUNCTIONS ON TRIANGULATIONS
SPLINE FUNCTIONS ON TRIANGULATIONS (HB)
SPLINE FUNCTIONS: BASIC THEORY
SPLINE FUNCTIONS: BASIC THEORY (PB)
SURFACE FITTING AND MULTIRESOLUTION METHODS (HB)
VOLTERRA INTEGRAL AND DIFFERENTIAL EQUATIONS (HB)
WAVELETS
WAVELETS (HB)
WAVELETS (PB)
WAVELETS, IMAGES, AND SURFACE FITTING

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