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A Cover-Merging-Based Algorithm for the Longest Increasing Subsequence in a Sliding Window Problem

机译:滑动窗口问题中最长递增子序列的基于覆盖合并的算法

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A longest increasing subsequence problem (LIS) is a well-known combinatorial problem with applications mainly in bioinformatics, where it is used in various projects on DNA sequences. Recently, a number of generalisations of this problem were proposed. One of them is to find an LIS among all fixed-size windows of the input sequence (LISW). We propose an algorithm for the LISW problem based on cover representation of the sequence that outperforms the existing methods for some class of the input sequences.
机译:最长增长的子序列问题(LIS)是一个众所周知的组合问题,主要在生物信息学中得到应用,该问题在DNA序列的各种项目中得到使用。最近,提出了对该问题的许多概括。其中之一是在输入序列(LISW)的所有固定大小的窗口中找到LIS。我们提出了一种基于LISW问题的算法,该算法基于序列的覆盖表示,其性能优于某些类型的输入序列的现有方法。

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