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Titlebook: Combinatorial Pattern Matching; 16th Annual Symposiu Alberto Apostolico,Maxime Crochemore,Kunsoo Park Conference proceedings 2005 Springer-

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On the Longest Common Rigid Subsequence Problem,ares similarity with LCS and CSP and has an important application in motif finding in biological sequences. LCRS is proved to be . hard in this paper. An exact algorithm with quasi-polynomial average running time is also provided.
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Linear-Time Construction of Compressed Suffix Arrays Using ,(, log ,)-Bit Working Space for Large A construct the index data structures for large alphabets. Our algorithm constructs the suffix array, the CSA, and the FM-index using .(.) time and .-bit working space, where . = log. 2. Our algorithm takes less time and more space than Hon et al.’s algorithm. Our algorithm uses least working space among alphabet-independent linear-time algorithms.
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On the Complexity of Sparse Exon Assembly,described in [5] yields an .(. .) result for spliced alignment, regardless of filtration mode..In this paper we suggest a new algorithm which targets the case where filtering has been applied to the data, resulting in a set of .(.) candidate exon blocks. Our algorithm yields an . solution for this case.
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Cheng-fan Li,Jia-xin Huang,Shao-chun Wuare centered around the origin or the terminus of replication [8,10,18]. This constraint simplifies the median problem significantly. More precisely, we show that the median problem for the reversal distance can be solved in linear time for circular bacterial genomes.
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Smart Grid and Internet of Thingsares similarity with LCS and CSP and has an important application in motif finding in biological sequences. LCRS is proved to be . hard in this paper. An exact algorithm with quasi-polynomial average running time is also provided.
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