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Minimum Number of Comparators in (6, 6)-Merging Network

机译:(6,6)-合并网络中的比较器最小数量

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摘要

The minimum number of comparators in a (6,6)-merging network is shown to be 17. The number has been known to be either 16 or 17 [See Knuth, The Art of Computer Programming Vol.3: Sorting and Searching, p.230]. Minimum numbers for (n,n)-merging netwerks, 1 ≤ n ≤ 9, n ≠ 6, were already known. The problem had been open for more than two decades.
机译:在(6,6)合并网络中,比较器的最小数目显示为17。已知数目为16或17 [请参阅Knuth,计算机编程艺术,第3卷:排序和搜索,p .230]。已知(n,n)个合并网络的最小数量1≤n≤9,n≠6。这个问题已经存在了二十多年。

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