Numerical Analysis, № 3, 1993

Introduction: A Guide to the Reader

Preface

1. Splines in Hilbert Spaces

Attention! Please, also see this article.

2. Reproducing Mappings and Characterization of Splines

3. General Convergence Techniques and Error Estimates

4. Splines in Subspaces

Attention! Please, also see this article.

5. Interpolating Dm-splines

6. Splines on Manifolds

Attention! Please, also see this article.

7. Vector Splines

8. Tensor and Blending Splines

9. Optimal Approximation of Linear Operators

10. Classification of Spline Objects

11. ΣΠ – Approximation and Data Compression

12. Algorithms for Optimal Smoothing Parameter

Appendix 1. Theorems from Functional Analysis Used in this Book

Appendix 2. On Software Investigations in Splines

Literature

Index