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  • Category : Mathimatics-Numerical algorithms
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  • Update : 2017-12-06
  • Size : 9kb
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  • Author :Gfue****
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The problem is a dynamic programming algorithm for calculating the longest ordered subsequence. The efficiency is 31MS
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FilenameSizeUpdate
10001Longest Ordered Subsequence
10001Longest Ordered Subsequence\10001Longest Ordered Subsequence.cpp
10001Longest Ordered Subsequence\10001Longest Ordered Subsequence.dsp 3715 2007-09-14
10001Longest Ordered Subsequence\10001Longest Ordered Subsequence.dsw 572 2007-09-14
10001Longest Ordered Subsequence\10001Longest Ordered Subsequence.ncb 33792 2007-09-14
10001Longest Ordered Subsequence\10001Longest Ordered Subsequence.opt 48640 2007-09-14
10001Longest Ordered Subsequence\10001Longest Ordered Subsequence.plg 798 2007-09-14
10001Longest Ordered Subsequence\Debug
10001Longest Ordered Subsequence\LongestOrderedSubsequence.rar 99 2007-09-17
O10001.c 469 2007-09-15
动态规划算法
动态规划算法\Longest Ordered Subsequence
动态规划算法\Longest Ordered Subsequence\Longest Ordered Subsequence.cpp1.cpp 475 2007-09-16
动态规划算法\Longest Ordered Subsequence\Longest Ordered Subsequence2.cpp 482 2007-09-16
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