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Titlebook: Comparative Genomics; International Worksh Eric Tannier Conference proceedings 2010 Springer Berlin Heidelberg 2010 DCJ.DNA sequences.ances

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978-3-642-16180-3Springer Berlin Heidelberg 2010
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https://doi.org/10.1007/978-3-322-94247-0 polynomial time. We propose an aliquoting algorithm that is a 2-approximation for the genome aliquoting problem with double cut and join distance, improving upon the previous best solution to this problem, Feijão and Meidanis’ 4-approximation algorithm.
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Der Sozialsektor und seine Akteure,e many minimum length sequences, another important topic has been the problem of listing all parsimonious sequences between two genomes, called the All Sorting Sequences by Reversals (ASSR) problem. In this paper, we revisit the ASSR problem for uni-chromosomal genomes when no duplications are allow
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Vorurteile und sozio-kulturelle Codes, by deleting all but one copy of each gene in each genome. Blin, Fertin, Sikora, and Vialette recently proved that . for monochromosomal genomes is NP-hard even if each gene appears at most two times in each genome, thereby settling an important open question on genome rearrangement in the exemplar
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Grenzen des sozio-kulturellen Codes, an incomplete multichromosomal genome (or .) . with respect to a complete target genome . such that the resulting genomic distance between .′ and . is minimized, where .′ is the corresponding filled scaffold. We call this problem the . scaffold filling problem. In this paper, we follow Muñoz et al.
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