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Mathematical models to reconstruct phylogenetic trees under the minimum evolution criterion

Bibliographic reference Catanzaro, Daniele ; Labbé, Martine ; Pesenti, Raffaele ; Salazar-González, Juan-José. Mathematical models to reconstruct phylogenetic trees under the minimum evolution criterion. In: Networks, Vol. 53, no.2, p. 126-140 (2009)
Permanent URL http://hdl.handle.net/2078.1/175071
  1. Aringhieri, 4OR, 1, 67 (2003)
  2. Ball, Handbooks in operations research and management science, 7 (1995)
  3. Beyer, Math Biosci, 19, 9 (1974)
  4. Catanzaro, Networks, 53, 112 (2009)
  5. Catanzaro, Bioinformatics, 22, 708 (2006)
  6. Cavalli-Sforza, Am J Human Genetics, 19, 233 (1967)
  7. Salles da Cunha, Networks, 50, 55 (2007)
  8. Day William H. E., Computational complexity of inferring phylogenies from dissimilarity matrices, 10.1007/bf02458863
  9. Felsenstein, Inferring phylogenies (2004)
  10. Fitch, Science, 155, 279 (1967)
  11. Hasegawa, J Mol Evol, 17, 368 (1981)
  12. Hasegawa, J Mol Evol, 22, 160 (1985)
  13. JUKES THOMAS H., CANTOR CHARLES R., Evolution of Protein Molecules, Mammalian Protein Metabolism (1969) ISBN:9781483232119 p.21-132, 10.1016/b978-1-4832-3211-9.50009-7
  14. Kidd, Am J Human Genetics, 23, 235 (1971)
  15. Kimura, J Mol Evol, 16, 111 (1980)
  16. Korostensky, Bioinformatics, 16, 619 (2000)
  17. Lanave, J Mol Evol, 20, 86 (1984)
  18. Martin Richard Kipp, Large Scale Linear and Integer Optimization: A Unified Approach, ISBN:9781461372585, 10.1007/978-1-4615-4975-8
  19. Nemhauser, Integer and combinatorial optimization (1999)
  20. Rains, J Integer Sequences, 2, 99.1.1 (1999)
  21. Rodriguez, J Theoretical Biol, 142, 485 (1990)
  22. Rzhetsky, Comput Appl Biosci, 10, 409 (1992)
  23. Rzhetsky, J Mol Evol, 35, 367 (1992)
  24. Rzhetsky, Mol Biol Evol, 10, 1073 (1993)
  25. Semple, Phylogenetics (2003)
  26. Waddell, Mol Phylogenetics Evol, 8, 398 (1997)
  27. Waterman, J Theoretical Biol, 64, 199 (1977)