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Variational Theory of Splines

Anatoly Yu Bezhaev · 2001

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About the book

This book is a systematic description of the variational theory of splines in Hilbert spaces. All central aspects are discussed in the general form: existence, uniqueness, characterization via reproducing mappings and kernels, convergence, error estimations, vector and tensor hybrids in splines, dimensional reducing (traces of splines onto manifolds), etc. All considerations are illustrated by practical examples. In every case the numerical algorithms for the construction of splines are demonstrated.

Book details

Year
2001
Language
English
Publisher
Springer US
Editions
1
Pages
280
ISBN
9781441933683

Data source: Wikidata