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A blossoming approach to accuracy of the degree elevation process
Authors:J -C Fiorot  P Jeannin
Institution:(1) Laboratoire LIMAV, Université de Valenciennes et du Hainaut Cambrésis, ENSIMEV, B.P. 311, F-59304 Valenciennes Cedex, France;(2) Centre Universitaire de la Mi-Voix, Bâtiment H. Poincaré, Université du Littoral, 50 Rue F. Buisson, F-62100 Calais, France
Abstract:It is known that the sequence of control polygons of a Bézier-De Casteljau curve or surface obtained by the ldquodegree elevationrdquo process converges towards the underlying curve and surface. The notion of blossoming or polar form associated with a polynomial allows to control the accuracy of this convergence and, as a by-product, to give a new and completer proof of convergence.
Keywords:polar form  blossom    zier-De Casteljau curve  patch  control polygons  ldquodegree elevationgif" alt="ldquo" align="MIDDLE" BORDER="0">degree elevationrdquo" target="_blank">gif" alt="rdquo" align="MIDDLE" BORDER="0">  length elevation  length and width elevation  height elevation  convergence  bounds  accuracy control
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