On Sorting by Translocations

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On Sorting by Translocations

The study of genome rearrangements is an important tool in comparative genomics. This paper revisits the problem of sorting a multichromosomal genome by translocations, i.e., exchanges of chromosome ends. We give an elementary proof of the formula for computing the translocation distance in linear time, and we give a new algorithm for sorting by translocations, correcting an error in a previous...

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Sorting genomes by translocations and deletions.

Given two signed multi-chromosomal genomes Pi and Gamma with the same gene set, the problem of sorting by translocations (SBT) is to find a shortest sequence of translocations transforming Pi to Gamma, where the length of the sequence is called the translocation distance between Pi and Gamma. In 1996, Hannenhalli gave the formula of the translocation distance for the first time, based on which ...

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The understanding of genome rearrangements is an important endeavor in comparative genomics. A major computational problem in this field is finding a shortest sequence of genome rearrangements that transforms, or sorts, one genome into another. In this paper we focus on sorting a multi-chromosomal genome by translocations. We reveal new relationships between this problem and the well studied pr...

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ژورنال

عنوان ژورنال: Journal of Computational Biology

سال: 2006

ISSN: 1066-5277,1557-8666

DOI: 10.1089/cmb.2006.13.567