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    求平面点集最近点对的一个改进算法

    AN IMPROVED ALGORITHM ABOUT THE CLOSEST PAIR OF POINTS ON PLANE SET

    • 摘要: 文中对Preparata和Shamos在1985年提出的求平面点集最近点对的一个分治算法进行了改进,使原来归并时最多需计算3n对点对的距离,改进为最多只需计算2n对点对的距离,计算距离的复杂度在最坏的情况下由原来的3nlogn减少到现在的2nlogn.

       

      Abstract: In the paper the divide and conquer algorithm about the closest pair of points on plane set is improved, which was pressented by Preparata and Shamos in 1985. Their algorithm needs at most 3 n calculations on distance, and the time complexity is 3 n log n in worst case. The improved algorithm only needs at most 2 n calculations on distance, and the time complexity of calculation on distance is reduced to 2 n log n .

       

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