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refinable
adjective
Capable of being refined
Exact(60)
Let a ˆ be a refinement mask of the refinable function ϕ of the form | a ˆ | = cos n ( ξ / 2 ) | L |, ξ ∈.
Let ϕ be the refinable function corresponding to the refinement mask â.
[6] Let (phiin L_{2}(mathbb{R})) be a compactly supported refinable function with finitely supported refinement mask a.
Hence, the basis functions at quad/triangle vertices are shifts of the refinable function associated with a nonhomogeneous refinement equation.
Let (phi_{m,l,alpha}) be the refinable functions from generalized Bernstein polynomials with the refinement mask (2).
In this paper, a further family of refinable functions is constructed, which includes pseudo-splines of Type II, based on refinement masks, which are generalized Bernstein polynomials.
A refinable spline is a compactly supported refinable function that is piecewise polynomial.
In this paper, we give complete characterization of the structure of refinable splines.
An artist-oriented tool should be easy-to-use, real-time, versatile, and locally refinable.
Refinable splines have been studied in several papers, most noticeably in [W.
Lawton, S.L. Lee, Z. Shen, Characterization of compactly supported refinable splines, Adv.
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