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Voronoi Diagram of Circles in a Large Circle

机译:大圆圈的Voronoi图

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Presented in this paper is an algorithm to compute a Voronoi diagram of circles contained in a sufficiently large circle, where the interior circles are not necessarily disjoint. Given circles in a large circle, the region in the large circle is divided into regions associated with the circles. The algorithm first constructs the ordinary point Voronoi diagram of centers of inner circles. Then, it modifies the point Voronoi diagram considering the large enclosing circle so that the seed topology for the desired Voronoi diagram is obtained by a number of edge-flip operations. After getting the correct topological information, the equations of edges are computed in a rational quadratic Bezier curve form.
机译:本文提出了一种算法,用于计算包含在足够大的圆中的圆的Voronoi图,其中内部圆不一定是不相交的。给定大圆圈中的圆圈,将大圆圈中的区域划分为与圆圈关联的区域。该算法首先构造内圆心的普通点Voronoi图。然后,它考虑到大的封闭圆来修改点Voronoi图,以便通过多次边缘翻转操作获得所需Voronoi图的种子拓扑。获取正确的拓扑信息后,以有理二次贝塞尔曲线形式计算边线方程。

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