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Splines / 3D computer graphics / Edwin Catmull / New York Institute of Technology / Bézier surface / B-spline / Bézier curve / 3D modeling / Catmull–Clark subdivision surface / Interpolation / Computer graphics / Multivariate interpolation


THE RELATION BETWEEN RATS-SPLINES AND THE CATMULL AND CLARK B-SPLINES Andreas Savva School of Computing, Intercollege 46 Makedonitissas Ave, P.O.Box 24005, 1700 Nicosia, Cyprus Tel: +[removed]
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Document Date: 2000-12-22 03:00:54

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City

Pittsburgh / London / /

Company

IEEE Press / Vertex / RATS / /

Country

United States / /

Currency

pence / /

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IndustryTerm

recursive algorithms / recursive patch midpoint subdivision algorithm / /

NaturalFeature

Kents Hill / /

Organization

CATMULL AND CLARK B-SPLINES Andreas Savva School of Computing / Univ. of North London / Gordon J. Clapworthy Department of Computer & Information Sciences / De Montfort University / /

Person

Clark J. Recursively / Rose T. Generalized Bspline / Clark B-spline / Gordon J. Clapworthy / Nasri A.H. Polyhedral / Milton Keynes / /

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PublishedMedium

ACM Transactions on Graphics / Computer Graphics / /

Technology

Chaikin G. An algorithm / recursive patch midpoint subdivision algorithm / Simulation / Image Processing / /

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