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Proceedings Paper

Expo-rational spline multiwavelets: a first overview of definitions, properties, generalizations and applications
Author(s): Lubomir Dechevsky; Ewald Quak; Børre Bang; Arne Laksa; Arnt Kristoffersen
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Paper Abstract

Expo-rational B-splines have been introduced in 2002 and by now have been shown to exhibit certain 'super-properties' compared to ordinary polynomial B-splines. The Euler Beta-function B-splines, a polynomial version of the expo-rational B-splines, has been introduced very recently, and has been shown to share some of the 'super-properties' of the expo-rational B-splines. In this paper we discuss several of the ways in which these 'superproperties' can be used to enhance the theory of polynomial spline wavelets and multiwavelets.

Paper Details

Date Published: 2 October 2007
PDF: 11 pages
Proc. SPIE 6763, Wavelet Applications in Industrial Processing V, 676308 (2 October 2007); doi: 10.1117/12.738374
Show Author Affiliations
Lubomir Dechevsky, Narvik Univ. College (Norway)
Ewald Quak, Tallinn Univ. of Technology (Estonia)
Børre Bang, Narvik Univ. College (Norway)
Arne Laksa, Narvik Univ. College (Norway)
Arnt Kristoffersen, Narvik Univ. College (Norway)

Published in SPIE Proceedings Vol. 6763:
Wavelet Applications in Industrial Processing V
Frédéric Truchetet; Olivier Laligant, Editor(s)

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