6 1/2 X 9 7/16 in Preface.
1. Durrmeyer Operators and Their Natural Quasi-In terpolants (E. Berdysheva, K. Jetter and J. St ckler).
2. Three Families of Nonlinear Subdivision Schemes (N. Dyn).
3 . Parameterization for Curve Interpolation (M.S. Floater and T. Surazhs ky).
4. Refinable Multivariate Spline Functions (T. Goodma n and D. Hardin).
5. Adaptive Wavelets for Sparse Represen tations of Scattered Data (A. Kunoth).
6. Ready-to-Blossom Bases in Chebyshev Spaces (M-L. Mazure).
7. Structural An alysis of Subdivision Surfaces - A Summary (U. Reif and J. Peters).
8. Polynomial Interpolation in Several Variables: Lattices, Di fferences and Ideals (T. Sauer).
9. Computational Aspects of Radial Basis Function Approximation (H. Wendland).
10. L earning Theory: From Regression to Classification (Q. Wu, Y. Ying and D- X. Zhou).
11. Coherent States from Nonunitary Representatio ns (G. Zimmermann).
Index.
1. Durrmeyer Operators and Their Natural Quasi-In terpolants (E. Berdysheva, K. Jetter and J. St ckler).
2. Three Families of Nonlinear Subdivision Schemes (N. Dyn).
3 . Parameterization for Curve Interpolation (M.S. Floater and T. Surazhs ky).
4. Refinable Multivariate Spline Functions (T. Goodma n and D. Hardin).
5. Adaptive Wavelets for Sparse Represen tations of Scattered Data (A. Kunoth).
6. Ready-to-Blossom Bases in Chebyshev Spaces (M-L. Mazure).
7. Structural An alysis of Subdivision Surfaces - A Summary (U. Reif and J. Peters).
8. Polynomial Interpolation in Several Variables: Lattices, Di fferences and Ideals (T. Sauer).
9. Computational Aspects of Radial Basis Function Approximation (H. Wendland).
10. L earning Theory: From Regression to Classification (Q. Wu, Y. Ying and D- X. Zhou).
11. Coherent States from Nonunitary Representatio ns (G. Zimmermann).
Index.
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