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Polynomial-time algorithm for computing translocation distance between genomes,ation distance. In this paper we prove a duality theorem leading to a polynomial algorithm for computing translocation distance for the case when the orientation of the genes are known. This leads to an algorithm generating a most parsimonious (shortest) scenario, transforming one genome into anotheinquisitive 发表于 2025-3-22 00:52:48
Pattern-matching for strings with short descriptions,esent some sets of exponentially many positions in terms of feasibly many arithmetic progressions. The second tool is arithmetics: a simple application of Euclid algorithm. Hence a textual problem for exponentially long strings is reduced here to simple arithmetics on integers with (only) linearly minundate 发表于 2025-3-22 06:50:30
Faisal Tariq,Laurence S. Dooleystructure to one with known sequence and structure, thus attacking the structure prediction problem in the case when the structure of a closely related sequence is known. The techniques employed to prove our results include reductions to well-known string matching problems allowing wild cards and ra倾听 发表于 2025-3-22 09:21:07
Smart Grids: Security and Privacy Issuesation distance. In this paper we prove a duality theorem leading to a polynomial algorithm for computing translocation distance for the case when the orientation of the genes are known. This leads to an algorithm generating a most parsimonious (shortest) scenario, transforming one genome into anotheEndemic 发表于 2025-3-22 15:14:09
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0302-9743 n July 1995..CPM addresses issues of searching and matching strings and more complicated patterns such as trees, regular expressions, extended expressions, etc. The aim is to derive non-trivial combinatorial properties in order to improve the performance of the corresponding computational problems.