首页> 外文会议>Proceedings of the 1995 IEEE/ASME Joint Railroad Conference, 1995, 1995 >An improved parallel algorithm for construction Voronoi diagram ona mesh-connected computer
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An improved parallel algorithm for construction Voronoi diagram ona mesh-connected computer

机译:一种改进的构造Voronoi图并行算法。网格连接的计算机

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While constructing a Voronoi diagram Vp for aset P of n points on a mesh-connected computer(MCC),it is necessary to find a set B of edges which are intersectedby the dividing chain C during the merge process of two Voronoidiagrams VL and VA, where L and R contain the leftmost [n/2] points and therightmost [n/2] points of P respectively. Thecomputation of B requires two operations: First decide for eachedge e in VL and VRwhether its end vertices are closer to L or R, andthen from that information, determine, whether e is intersectedby C. The paper shows that the latter operation can be done inO(1) time without executing planar point location and the formeroperation can be executed without the computation of convex hulls.Therefore, the computation of B is reduced to only one planarpoint location
机译:在构造Voronoi图 V p 时, 在网状连接的计算机(MCC)上设置 n 个点中的 P 个点, 有必要找到相交的边的集合 B 在两个Voronoi合并过程中通过分隔链 C V L V A ,其中 L R 包含最左侧的[ n / 2]点,并且 P 的最右边[ n / 2]个点。这 B 的计算需要两个操作:首先为每个决定 V L V R 中的边缘 e 它的最终顶点是否更靠近 L R ,以及 然后根据该信息确定 e 是否相交 通过 C 。本文表明,后者的操作可以在 O(1)时间,不执行平面点定位,前者 无需计算凸包即可执行操作。 因此, B 的计算减少到仅一个平面 点位置

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