1992
DOI: 10.1146/annurev.es.23.110192.002123
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On Comparing Comparative Methods

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Cited by 149 publications
(66 citation statements)
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“…The impact of common ancestry is removed by considering only the variation across the daughter lineages at each internal node in a phylogeny (figure 2), summarized for each trait of interest as a form of weighted mean called a linear contrast ( [34,43]; for worked examples, see also [28,44]). To reveal the evolutionary relationship between traits, independent contrasts in one trait are regressed against the corresponding contrasts in another trait for the (4).…”
Section: Coping With Phylogenetic Non-independence In Cross-species Cmentioning
confidence: 99%
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“…The impact of common ancestry is removed by considering only the variation across the daughter lineages at each internal node in a phylogeny (figure 2), summarized for each trait of interest as a form of weighted mean called a linear contrast ( [34,43]; for worked examples, see also [28,44]). To reveal the evolutionary relationship between traits, independent contrasts in one trait are regressed against the corresponding contrasts in another trait for the (4).…”
Section: Coping With Phylogenetic Non-independence In Cross-species Cmentioning
confidence: 99%
“…Methods have been developed that allow uncertainty in the topology of the working phylogeny to be incorporated into comparative analyses, either by repeating the analysis on a set of trees generated by bootstrapping [61] or by using Bayesian methods [62]. Assuming that the working phylogeny is accurate, calculation of appropriate contrasts will then depend on the fit between real evolutionary processes and the assumptions of the evolutionary model [37,44,51,52,63,64]. Again assuming that the working phylogeny is accurate, it is possible to quantify the extent to which trait values are phylogenetically correlated, and so assess whether phylogenetic non-independence needs to be controlled for [37,64 -67].…”
Section: Coping With Phylogenetic Non-independence In Cross-species Cmentioning
confidence: 99%
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“…A principal implicação desses padrões é que o teste das correlações entre as variáveis torna-se mais complexo, pois é necessário corrigir os efeitos da inércia filogenética. A probabilidade de erro Tipo I (aceitar a correlação quando ela de fato não existe) passa a ser consideravelmente maior nos casos de forte inér-cia filogenética, pois a correlação entre os caracteres pode indicar apenas covariação de ambos com a filogenia (Felsenstein, 1985;Cheverud et al, 1985;Gittleman & Luh, 1992;Martins, 1996).…”
Section: Introductionunclassified