Approximation Theory: 7th

Approximation Theory: 7th : International Symposium Proceedings

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Description

This is the seventh volume documenting the conference proceedings of the International Symposium on approximation theory. The conference was held at the University of Texas, Austin and focused on wavelets and numerical analysis. This volume contains articles which examine the fields of approximation theory and functional analysis, and presents research by leading mathematicians. The book is intended for research mathematicians in analysis, including numerical analysis, partial differential equations and approximation theory.
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Product details

  • Hardback | 272 pages
  • Academic Press Inc
  • San Diego, United States
  • English
  • 0121745899
  • 9780121745899

Table of contents

Approximation order without quasi-interpolants, C. de Bloor; wavelets and signal analysis, C.K. Chui; wavelet bases, approximation theory and subdivision schemes, A. Cohen; approximation with convex rational functions, B. Gao, et al; block structure and recursiveness in rational interpolation, M. Gutnecht; multivariate approximation from the cardinal interpolation point of view, K. Jetter; ridge functions, sugmoidal functions and neural networks, W. Light; knot removal for spline curves and surfaces, T. Lyche; approximation by algebraic polynomials, V. Totik.
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