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References
Braga, Marilia D. V. and Willing, Eyla and Stoye, Jens Double cut and join with insertions and deletions., Journal of Computational Biology, 2011
Bergeron, A. and Mixtacki, J. and Stoye, J. Chapter 10: The inversion distance problem., , 2005
Bergeron, A. and Mixtacki, J. and Stoye, J. On sorting by translocations, Journal of Computational Biology, 2006
Bergeron, A. and Mixtacki, J. and Stoye, J. A Unifying View of Genome Rearrangements, 2006
Bergeron, A. and Mixtacki, J. and Stoye, J. HP distance via double cut and join distance, 2008
Erdos, P.L. and L., Soukup and Stoye, J. Balanced Vertices in Trees and a Simpler Algorithm to Compute the Genomic Distance, Applied Mathematics Letters, 2011
Hannenhalli, S. and Pevzner, P.A. Transforming men into mice (polynomial algorithm for genomic distance problem)., 1995
Hannenhalli, S. and Pevzner, P.A. Transforming cabbage into turnip: Polynomial algorithm for sorting signed permutations by reversals., ACM, 1999
Jean, G. and Nikolski, M. Genome rearrangements: a correct algorithm for optimal capping., Information Processing Letters, 2007
Kovac, J. and Warren, R. and Braga, MD. and Stoye, J. Restricted DCJ model: rearrangement problems with chromosome reincorporation., Journal of Computational Biology, 2011
Pevzner, P.A. and Tesler, G. Transforming men into mice: the Nadeau-Taylor chromosomal breakage model revisited., 2003
Tannier, E. and Bergeron, A. and Sagot, M.-F. Advances in sorting by reversals., Discrete Applied Mathematics, 2007
G. Tesler Efficient algorithms for multichromosomal genome rearrangements., Journal of Computer and System Sciences, 2002
Yancopoulos, S. and Attie, O. and Friedberg, R. Efficient sorting of genomic permutations by translocation, inversion and block interchange., Bioinformatics, 2005