A space-efficient solution to find the maximum overlap using a compressed suffix array

M. Rachid, Q. Malluhi, M. Abouelhoda
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引用次数: 7

Abstract

Compressed indices are important data structures in stringology. Compressed versions of many well-known data structures such as suffix tree and suffix array, which are used in string matching problems, have been studied and proposed. This paper takes advantage of a very recent compressed suffix array to build a space-economic solution for an important bioinformatics problem, namely the all-pairs suffix prefix problem. The paper also presents a simple technique for parallelizing the solution. Our results show that the proposed solution consumes less than one fifth of the space required by other solutions based on standard data structures. In addition, our results demonstrate that good performance scalability can be achieved by employing the proposed parallel algorithm.
使用压缩后缀数组查找最大重叠的节省空间的解决方案
压缩索引是弦学中重要的数据结构。本文研究并提出了用于字符串匹配问题的后缀树和后缀数组等常用数据结构的压缩版本。本文利用一个最新的压缩后缀数组来构建一个重要的生物信息学问题的空间经济解,即全对后缀前缀问题。本文还提出了一种简单的并行求解方法。我们的结果表明,所提出的解决方案消耗的空间不到其他基于标准数据结构的解决方案所需空间的五分之一。此外,我们的结果表明,采用所提出的并行算法可以实现良好的性能可扩展性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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