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Smooth convergence of degree reduction for negative degree Bezier curves

机译:负度Bezier曲线的程度降低的平稳收敛性

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摘要

In this paper, we provide the degree reduction algorithm for negative degree Bezier curves. By the uniform parameterization of control polygons and the definition of discrete derivatives of piecewise linear functions, we prove that the degree reduced control polygons and their discrete derivatives converge in the limit to the original negative degree ezieBcurve and its continuous derivatives.
机译:在本文中,我们为负度Bezier曲线提供了降压算法。通过控制多边形的均匀参数化和分段线性函数的离散导数的定义,我们证明了控制多边形及其离散衍生物的程度会聚到原始负面eziebcurve及其连续衍生物的极限。

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