On computing the length of longest increasing subsequences

作者: Michael L. Fredman

DOI: 10.1016/0012-365X(75)90103-X

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摘要: Let S = x"1, x"2, ... x"n be a sequence of n distinct elements from linearly ordered set. We consider the problem determining length longest increasing subsequences S. An algorithm which performs this task is described and shown to perform log n-n + O(n) comparisons in its worst case. This case behavior best possible.

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