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Optimal Degree Reduction of Free Form Curves
1998Optimal degree reductions, i.e. best approximations of n-th degree Bezier curves by Bezier curves of degree n - 1, with respect to different norms are studied. It is shown that for any Lp-norm the Euclidean degree reduction where the norm is applied to the Euclidean distance function of two curves is identical to component-wise degree reduction.
Guido Brunnett, Thomas Schreiber
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On Kulkarni's theorems on degree reduction for polynomial modules
Mathematical Proceedings of the Cambridge Philosophical Society, 2003In this paper results of \textit{U. Kulkarni} [J. Algebra 224, No. 2, 248-262 (2000; Zbl 0958.20006)] are generalized from the case of polynomial representations of a general linear group to the case of representations of an arbitrary reductive group \(G\). First the author must find an interpretation of the skew Schur modules \(L_{\lambda'/\mu'}\) of \
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Generalization of the Reduction Degree
Zeitschrift für Physikalische Chemie, 1979Gion Calzaferri, Jürg Baumann
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Opportunities and strategies for breast cancer prevention through risk reduction†‡
Ca-A Cancer Journal for Clinicians, 2008Thérèse B Bevers +2 more
exaly
An Efficient Algorithm for Degree Reduction of MD-Splines
2023Zushang Xiao, Wanqiang Shen
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Degree reduction of Bézier curves by uniform approximation with endpoint interpolation
CAD Computer Aided Design, 1995Yuesheng Xu
exaly