1996
DOI: 10.1006/mpev.1996.0071
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Reconstruction of Ancient Molecular Phylogeny

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Cited by 211 publications
(222 citation statements)
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“…However, analyses at large taxonomic scales using nuclear genes are likely to encounter problems caused by gene duplication and resulting paralogy. As an example, Guigó et al 30 used a variant of reconciled trees to infer eukaryote phylogeny from 53 gene trees and discovered that only a third of the genes were perfectly consistent with the best fitting eukaryote tree. Although this study has flaws 31 , it suggests that great care must be taken in using nuclear genes as phylogenetic markers -individual genes or gene families can be quite misleading about species relationships.…”
Section: Applications Of Reconciled Treesmentioning
confidence: 99%
“…However, analyses at large taxonomic scales using nuclear genes are likely to encounter problems caused by gene duplication and resulting paralogy. As an example, Guigó et al 30 used a variant of reconciled trees to infer eukaryote phylogeny from 53 gene trees and discovered that only a third of the genes were perfectly consistent with the best fitting eukaryote tree. Although this study has flaws 31 , it suggests that great care must be taken in using nuclear genes as phylogenetic markers -individual genes or gene families can be quite misleading about species relationships.…”
Section: Applications Of Reconciled Treesmentioning
confidence: 99%
“…Page (1994a), Mirkin et al (1995), and Guigo et al (1996) describe a method for inferring species trees from gene trees that avoids the problems discussed above. Under their method, the preferred species phylogeny is the one that minimizes the number of gene duplications plus gene losses necessary to fit each gene tree to the species tree.…”
Section: Inferring Species Trees From Gene Treesmentioning
confidence: 99%
“…An equivalent constructive definition, based on a mapping, called the LCA mapping between the gene tree T and the species tree S, was formulated in [55,88] and widely used [20,39,44,54,77,86,87,88,128]. The LCA mapping between T and S, denoted by M , maps every vertex x of T to the Lowest Common Ancestor (LCA) of L(x) in S. This Interestingly, M (T, S) not only minimizes the duplication cost, but also minimizes the loss and mutation costs [28].…”
Section: Optimization Criteriamentioning
confidence: 99%
“…In the present context, we are thus motivated to define larger classes of reconciliations, including M (T, S), but also sub-optimal solutions (with respect to the number of duplications) [38,54,55,89]. This allows to explore a larger space of reconciliations and alternative evolutionary scenarios for gene families.…”
Section: Optimization Criteriamentioning
confidence: 99%