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This volume presents state-of-the-art surveys of some of the most active areas of numerical analysis research. In particular, it covers wavelets from the point of view of spline theory, subdivision algorithms in geometric design, and the theory of radial basis function approximation. The contributors are well-known experts, and the chapters are based on a graduate-level lecture series so they should be accessible to all those working in related fields.
This volume investigates the theoretical foundations and practical applications of wavelets, subdivision algorithms, and radial basis functions within the field of numerical analysis. Edited by Will Light, the text compiles contributions from recognized experts to synthesize complex mathematical concepts into a coherent framework. The chapters are derived from graduate-level lectures, providing a structured approach to approximation theory and geometric design for researchers and advanced students.
What You Will Find
Experts identify this volume as a specialized resource for those engaged in advanced computational mathematics and approximation theory. Readers frequently note the technical density of the prose, which is tailored specifically for a graduate-level audience familiar with numerical methods.
Page Count:
224
Publication Date:
1992-05-28
Publisher:
Clarendon Press
ISBN-10:
0198534396
ISBN-13:
9780198534396
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