Results 1 to 10 of about 1,347 (116)
Sorting by reversals and block-interchanges with various weight assignments [PDF]
Background A classical problem in studying genome rearrangements is understanding the series of rearrangement events involved in transforming one genome into another in accordance with the parsimonious principle when two genomes with the same set of ...
Lin Chunhung, Lin Chun-Yuan, Lin Ying
doaj +2 more sources
An asymmetric approach to preserve common intervals while sorting by reversals [PDF]
Background The reversal distance and optimal sequences of reversals to transform a genome into another are useful tools to analyse evolutionary scenarios.
Gautier Christian +2 more
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Sorting by reversals, block interchanges, tandem duplications, and deletions [PDF]
Background Finding sequences of evolutionary operations that transform one genome into another is a classic problem in comparative genomics. While most of the genome rearrangement algorithms assume that there is exactly one copy of each gene in both ...
Bader Martin
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An improved approximation algorithm for the reversal and transposition distance considering gene order and intergenic sizes [PDF]
Background In the comparative genomics field, one of the goals is to estimate a sequence of genetic changes capable of transforming a genome into another.
Klairton L. Brito +4 more
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baobabLUNA: the solution space of sorting by reversals. [PDF]
Abstract Summary: Computing the reversal distance and searching for an optimal sequence of reversals to transform a unichromosomal genome into another are useful algorithmic tools to analyse real evolutionary scenarios. Currently, these problems can be solved by at least two available softwares, the prominent of which are GRAPPA and ...
Braga MD.
europepmc +4 more sources
An approximation algorithm for sorting by reversals and transpositions
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Atif Rahman +2 more
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Advances on sorting by reversals
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Eric Tannier +2 more
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Sorting by Prefix Reversals and Prefix Transpositions
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Zanoni Dias, Ulisses Dias
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A more efficient algorithm for perfect sorting by reversals [PDF]
We describe a new algorithm for the problem of perfect sorting a signed permutation by reversals. The worst-case time complexity of this algorithm is parameterized by the maximum prime degree $d$ of the strong interval tree, i.e. $f(d).n^{O(1)}$. This improves the best known algorithm which complexity was based on a parameter always larger than or ...
Cedric Chauve, Christophe Paul
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Sorting signed permutations by reversals, revisited
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Haim Kaplan
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