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Reparameterization of piecewise rational Bezier curves and its applications

机译:分段有理贝塞尔曲线的重新参数化及其应用

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A piecewise rational Bezier curve is formed by several rational Bezier curve segments. It can be represented by a rational B-Spline Curve where the multiplicity of each inte- Rior knot equals degree. Although the curve Segments are C~1 continuous in three dimen- Sions, they may be C_0 continuous in four Dimensions. In this case, the multiplicity of Each interior knot cannot be reduced and the B-spline basis function becomes C~0 contin- Uous.
机译:分段有理贝塞尔曲线由几个有理贝塞尔曲线段组成。它可以由有理B样条曲线表示,其中每个内部结的多重性等于度。尽管曲线段在三个维度上都是C〜1连续的,但在四个维度上它们可能是C_0连续的。在这种情况下,每个内部结的多重性无法降低,并且B样条基函数变为C〜0连续。

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