利用哈希函数改进N-Gram-Hirschberg算法

Muhannad A. Abu-Hashem, N. Rashid
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引用次数: 5

摘要

Smith-Waterman算法等基于动态规划的序列比对算法是目前应用最广泛的序列比对算法之一,其结果最优。Hirschberg算法是Smith-Waterman算法的节省空间的版本。然而,这两种算法仍然是非常密集的计算。引入N-Gram-Hirschberg算法,进一步降低了对空间的要求,同时加快了序列比对算法的速度。本研究旨在通过嵌入哈希函数来增强N-Gram-Hirschberg算法,该算法采用了一种名为Karp-Rabin的精确字符串匹配算法。哈希函数用于增强算法的变换过程。新方法在不牺牲输出质量的前提下,提高了N-Gram-Hirschberg的处理时间。在100-1000之间,单词长度为2时的时间增强效果最好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Enhancing N-Gram-Hirschberg Algorithm by Using Hash Function
Dynamic programming-based algorithm such as Smith-Waterman algorithm, which produces the most optimal result, has been known as one of the most used algorithm for sequence alignment. Hirschberg algorithm is the space saving version of Smith-Waterman algorithm. However, both algorithms are still very computational intensive. The N-Gram-Hirschberg algorithm is introduced to further reduced the space requirement and at the same time, to speed up the sequences alignment algorithm. This research aims to enhance the N-Gram-Hirschberg algorithm by embedding the Hashing function, adopted from an exact string matching algorithm called Karp-Rabin. The hash function is used to enhance the transformation process for the algorithm. The new method improves the processing time of the N-Gram-Hirschberg without sacrificing the quality of the output. The best time enhancement we got was when word length is two for protein sequence length ranges between 100-1000.
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