Presents papers from an international workshop on multivariate approximation. Topics discussed include: characterization and creation of wavelet frames; fast algorithms for simultaneous polynomial approximation; and quantitative aspects of wavelet bases in L2.
Characterization and creation of wavelet frames, C. Chui; quadrature
mirror filters, low crest factor arrays, functions achieving optimal
uncertainty principles and complete orthonormal sequences - a unified
approach, J.S. Byrnes; quantitative aspects of wavelet bases in L2, J.
Stoeckler; numerical aspects and approximation orders of optimal
interpolation, K. Jetter; quantitative approximation results for
sigma-pi-type neural network operators, B. Lenze; on the existence of
Gauss-like node distributions on high-dimensional spheres, M. Reimer; radical
basis function interpolation to finitely many scattered data, R. Schaback;
fast algorithms for the simultaneous polynomial approximation, M. Tasche;
some remarks on multivariate polynomial interpolation, A. Le Mehaute;
computing cardinal interpolation and wavelets by using convolution products,
C. Rabut; interpolation with radial basis functions a survey and recent
results, M. Buhman; quasi-interpolation with the Gaussian radial functions,
W. Light; multiresolution and prewavelets using radial basis functions, F.
Utreras. (Part contents)
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