We propose a new computational approach for constructing the refinement matrix mask of interpolating Hermite splines of any order and with general dilation factor. Our strategy exploits the refinability properties of cardinal B-splines with simple knots and simplifies the constructive procedures proposed so far.
Romani, L., Viscardi, A. (2020). On the refinement matrix mask of interpolating Hermite splines. APPLIED MATHEMATICS LETTERS, 109, 1-8 [10.1016/j.aml.2020.106524].
On the refinement matrix mask of interpolating Hermite splines
Romani, Lucia;Viscardi, Alberto
2020
Abstract
We propose a new computational approach for constructing the refinement matrix mask of interpolating Hermite splines of any order and with general dilation factor. Our strategy exploits the refinability properties of cardinal B-splines with simple knots and simplifies the constructive procedures proposed so far.File in questo prodotto:
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postprint_AML2020b.pdf
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