Variational Theory of Splines

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko
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Vladimir A. Vasilenko: Institute of Computational Mathematics and Mathematical Geophysics

in Springer Books from Springer

Date: 2001
ISBN: 978-1-4757-3428-7
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Chapters in this book:

Ch Chapter 1 Splines in Hilbert Spaces

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 10 Classification of Spline Objects

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 11 ΣΠ-Approximations and Data Compression

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 12 Algorithms for Optimal Smoothing Parameter

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 2 Reproducing Mappings and Characterization of Splines

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 3 General Convergence Techniques and Error Estimates for Interpolating Splines

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 4 Splines in Subspaces

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 5 Interpolating D M -Splines

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 6 Splines on Manifolds

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 7 Vector Splines

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 8 Tensor and Blending Splines

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

Ch Chapter 9 Optimal Approximation of Linear Operators

Anatoly Yu. Bezhaev and Vladimir A. Vasilenko

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DOI: 10.1007/978-1-4757-3428-7

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