Expo-rational Spline Multiwavelets : a First Overview of Definitions, Properties, Generalizations and Applications
2007
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.
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