The Complexity of the Approximate Multiple Pattern Matching Problem for Random Strings

Frédérique Bassino, Tsinjo Rakotoarimalala, A. Sportiello
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Abstract

15 We describe a multiple string pattern matching algorithm which is well-suited for approximate 16 search, and dictionaries composed of words of different lengths. We prove that this algorithm has 17 optimal complexity rate up to a multiplicative constant, for arbitrary dictionaries. This extends to 18 arbitrary dictionaries the classical results of Yao [SIAM J. Comput. 8, 1979] and Chang and Marr 19 [Proc. CPM94, 1994]. 2
随机字符串近似多模式匹配问题的复杂度
我们描述了一种多字符串模式匹配算法,它非常适合于近似16搜索,以及由不同长度的单词组成的字典。我们证明了该算法对于任意字典具有17个最优的复杂度,且复杂度可达一个乘法常数。姚[SIAM J. Comput. 8, 1979]和Chang and Marr 19 [Proc. CPM94, 1994]的经典结果扩展到18个任意词典。2
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