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- W2781577978 endingPage "577" @default.
- W2781577978 startingPage "485" @default.
- W2781577978 abstract "Because refinable functions play a central role in the study and construction of affine systems of framelets and wavelets, in this chapter we study several classes of special refinable functions. As a consequence, we provide complete analysis of framelets and wavelets (or more precisely, multiframelets and multiwavelets) that are derived from refinable (vector-valued) functions. In particular, we investigate refinable functions having analytic expressions (such as piecewise polynomials), refinable Hermite interpolants, refinable orthogonal functions, and refinable biorthogonal functions. We characterize dual framelets and biorthogonal wavelets in Sobolev spaces that are derived from refinable functions." @default.
- W2781577978 created "2018-01-12" @default.
- W2781577978 creator A5009356160 @default.
- W2781577978 date "2017-01-01" @default.
- W2781577978 modified "2023-09-24" @default.
- W2781577978 title "Framelets and Wavelets Derived from Refinable Functions" @default.
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