Gu et al. gave a 2-approximation for computing the minimal number of inversions and transpositions needed to sort a permutation. There is evidence that, from the point of view of computational molecular biology, a more adequate objective function is obtained, if transpositions are given double weight. We present a (1+eps)-approximation for this problem, based on the exact algorithm of Hannenhalli and Pevzner, for sorting by reversals only
The rearrangement distance between single-chromosome genomes can be estimated as the minimum number ...
Reversals and transpositions are the most common kinds of genome rearrangements, which allow us to e...
AbstractAn important problem in computational biology is the genome rearrangement using reversals an...
Gu et al. gave a 2-approximation for computing the minimal number of inversions and transpositions n...
AbstractGu et al. gave a 2-approximation for computing the minimal number of inversions and transpos...
Abstract. Genome rearrangement algorithms are powerful tools to analyze gene orders in molecular evo...
AbstractGenome rearrangement algorithms are powerful tools to analyze gene orders in molecular evolu...
Reversals and transpositions are two classic genome rearrangement operations. Reversals occur when a...
AbstractAn important problem in genome rearrangements is sorting permutations by transpositions. The...
Sorting signed permutations by reversals is a fundamental problem in computationial molecular biolog...
Motivated by the problem in computational biology of reconstructing the series of chromosome inversi...
AbstractRecently, a new approach to analyze genomes evolving which is based on comparision of gene o...
During evolution, genomes are subject to genome rearrangements that alter the ordering and orientati...
Abstract. In comparative genomics, a transposition is an operation that exchanges two consecutive se...
Sorting permutations by transpositions is an important problem in genome rearrangements. A transpos...
The rearrangement distance between single-chromosome genomes can be estimated as the minimum number ...
Reversals and transpositions are the most common kinds of genome rearrangements, which allow us to e...
AbstractAn important problem in computational biology is the genome rearrangement using reversals an...
Gu et al. gave a 2-approximation for computing the minimal number of inversions and transpositions n...
AbstractGu et al. gave a 2-approximation for computing the minimal number of inversions and transpos...
Abstract. Genome rearrangement algorithms are powerful tools to analyze gene orders in molecular evo...
AbstractGenome rearrangement algorithms are powerful tools to analyze gene orders in molecular evolu...
Reversals and transpositions are two classic genome rearrangement operations. Reversals occur when a...
AbstractAn important problem in genome rearrangements is sorting permutations by transpositions. The...
Sorting signed permutations by reversals is a fundamental problem in computationial molecular biolog...
Motivated by the problem in computational biology of reconstructing the series of chromosome inversi...
AbstractRecently, a new approach to analyze genomes evolving which is based on comparision of gene o...
During evolution, genomes are subject to genome rearrangements that alter the ordering and orientati...
Abstract. In comparative genomics, a transposition is an operation that exchanges two consecutive se...
Sorting permutations by transpositions is an important problem in genome rearrangements. A transpos...
The rearrangement distance between single-chromosome genomes can be estimated as the minimum number ...
Reversals and transpositions are the most common kinds of genome rearrangements, which allow us to e...
AbstractAn important problem in computational biology is the genome rearrangement using reversals an...