A Family of 4-Point Dyadic Multistep Subdivision Schemes

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TypeArticle
ConferenceProceedings of Curves and Surfaces 2002, France
Subjectinterpolation; subdivision schemes; high resolution; iterative interpolation; multistep; multiscale; wavelets
AbstractWe present a new family of mutistep 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.<br /><br /><strong>Note: This publication is available only at <a target="_self" href="http://www.ondelette.com/lemire/documents/publications/CS2002.pdf">http://www.ondelette.com/lemire/documents/publications/CS2002.pdf</a>.</strong>
Publication date
LanguageEnglish
AffiliationNRC Institute for Information Technology; National Research Council Canada
Peer reviewedNo
NRC number45811
NPARC number8913359
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Record identifierb400c4e0-7af5-43dc-bf12-a2e150de8252
Record created2009-04-22
Record modified2016-05-09
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