DownloadVariational spline theory. Introduction Anatoly Bezhaev Vladimir Vasilenko Introduction: A Guide to the Reader DownloadVariational spline theory. Preface Anatoly Bezhaev Vladimir Vasilenko Preface DownloadVariational spline theory. Ch. 1 Anatoly Bezhaev Vladimir Vasilenko 1. Splines in Hilbert Spaces Attention! Please, also see this article. DownloadVariational spline theory. Ch. 2 Anatoly Bezhaev Vladimir Vasilenko 2. Reproducing Mappings and Characterization of Splines DownloadVariational spline theory. Ch. 3 Anatoly Bezhaev Vladimir Vasilenko 3. General Convergence Techniques and Error Estimates DownloadVariational spline theory. Ch. 4 Anatoly Bezhaev Vladimir Vasilenko 4. Splines in Subspaces Attention! Please, also see this article. DownloadVariational spline theory. Ch. 5 Anatoly Bezhaev Vladimir Vasilenko 5. Interpolating Dm-splines DownloadVariational spline theory. Ch. 6 Anatoly Bezhaev Vladimir Vasilenko 6. Splines on Manifolds Attention! Please, also see this article. DownloadVariational spline theory. Ch. 7 Anatoly Bezhaev Vladimir Vasilenko 7. Vector Splines DownloadVariational spline theory. Ch. 8 Anatoly Bezhaev Vladimir Vasilenko 8. Tensor and Blending Splines DownloadVariational spline theory. Ch. 9 Anatoly Bezhaev Vladimir Vasilenko 9. Optimal Approximation of Linear Operators DownloadVariational spline theory. Ch. 10 Anatoly Bezhaev Vladimir Vasilenko 10. Classification of Spline Objects DownloadVariational spline theory. Ch. 11 Anatoly Bezhaev Vladimir Vasilenko 11. ΣΠ – Approximation and Data Compression DownloadVariational spline theory. Ch. 12 Anatoly Bezhaev Vladimir Vasilenko 12. Algorithms for Optimal Smoothing Parameter DownloadVariational spline theory. Appendix Anatoly Bezhaev Vladimir Vasilenko Appendix 1. Theorems from Functional Analysis Used in this Book Appendix 2. On Software Investigations in Splines DownloadVariational spline theory. Literature Anatoly Bezhaev Vladimir Vasilenko Literature DownloadVariational spline theory. Index Anatoly Bezhaev Vladimir Vasilenko Index
