Synopses & Reviews
Survey papers written by experts in the fields of Wavelets, Splines, and Applications, along with contributed research papers.
Topics include:
approximation of eigenvalues
approximation with weights
Bernstein inequalities
Chebyshev centers
generalized polynomials
Haar sets
kernels on manifolds
linear operators
Markov inequalities
minimal projections
multivariate interpolation
nonlinear approximation
one-sided approximation
orthogonal polynomials
polynomial approximation
rational approximation
shift invariant spaces
uni-modular polynomials
zero-increasing transformations
Review
The series of books edited or co-edited by Professor Larry Schumaker of Vanderbilt University and his international colleagues has achieved a high level of quality in the fields of Approximation Theory, Wavelets, and Computer-Aided Design. These books should be in every university library. Contributors to these volumes are among the leading researchers in their fields, and the books provide authoritative sources for current theory and applications in these areas.
--Ward Cheney, University of Texas
About the Author
Charles K. Chui is professor of mathematics at University of Missouri-St. Louis.Larry L. Schumaker is Stevenson Professor of Mathematics at Vanderbilt University.Joachim Stöckler is professor of mathematics at University of Dortmund, Germany.