基于可重构网格的高效凸包计算

D. Reisis
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引用次数: 15

摘要

提出了二维可重构网格上凸壳问题的快速并行求解方法。并行算法在N/sup 1/2/*N/sup 1/2/可重构网格上计算N/sup 1/2/平面点的凸壳。该算法效率高,在O(1)时间内完成凸包计算。本文还展示了可重构网格上N/sup / 1/2/数据项的高效并行排序,以及作为凸包计算基本步骤的改进并行枚举技术。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An efficient convex hull computation on the reconfigurable mesh
Presents a fast parallel solution to the convex hull problem on a two dimensional reconfigurable mesh. The parallel algorithm computes the convex hull of N/sup 1/2/ planar points on a N/sup 1/2/*N/sup 1/2/ reconfigurable mesh. The algorithm is very efficient and completes the convex hull computation in O(1) time. Efficient parallel sorting of N/sup 1/2/ data items on the reconfigurable mesh and improved parallel enumerating techniques utilized as basic steps in the convex hull computation are also shown.<>
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