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A Family of 4-Point Dyadic Multistep Subdivision Schemes [r-libre/215]

Lemire, Daniel (2003). A Family of 4-Point Dyadic Multistep Subdivision Schemes. In Cohen, Albert; Merrien, Jean-Louis, & Scumaker, Larry L. (Ed.), Curves and Surface Fitting: Saint-Malo 2002 (p. 259-268). Brentwood, TN, USA : Nashboro Press.

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Item Type: Papers in Conference Proceedings
Refereed: Yes
Status: Published
Abstract: We present a new family of multistep iterative interpolation schemes and a 4-point high resolution scheme reproducing quartic polynomials. Interpolation requires two steps: a coarse scale interpolation followed by a fine scale interpolation. The interpolants are C1, have good local properties and no additional memory requirement.
Depositor: Lemire, Daniel
Owner / Manager: Daniel Lemire
Deposited: 23 Jul 2007
Last Modified: 16 Jul 2015 00:47

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