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Refinable function

In mathematics, in the area of wavelet analysis, a refinable function is a function which fulfils some kind of self-similarity. A function is called… 
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Papers overview

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2018
2018
This paper focuses on the design of entropy-constrained successively refinable unrestricted polar quantizer (EC-SRUPQ) for… 
2006
2006
AbstractA refinable spline is a compactly supported refinable function that is piecewise polynomial. Refinable splines, such as… 
2002
2002
This paper establishes an equivalent relation between the convergence of a cascade algorithm in Sobolev space and the convergence… 
2002
2002
Multiwavelet bases of L/sub 2/ consist of families of functions {2/sup j/2//spl psi//sub 2/(2/sup j/x-k)}. By allowing more than… 
2001
2001
Let ^N be the refinable function with Butterworth filter cos |(cos | + sm |)~ and let Sp(^iv) be the Fourier exponent of tytf of… 
2000
2000
This paper is devoted to a study of local linear independence of refinable vectors of functions. A vector of functions is said to… 
1999
1999
A compactly supported scaling function can come from a refinement equation with infinitely many nonzero coefficients (an infinite… 
1999
1999
Abstract Although a fundamental physical parameter, surface tension is difficult to measure. Common tensiometry inaccuracy comes…