2021
DOI: 10.1101/2021.07.23.453597
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Generalizing Bayesian phylogenetics to infer shared evolutionary events

Abstract: Many processes of biological diversification can affect multiple evolutionary lineages. Examples include multiple members of a gene family diverging when a region of a chromosome is duplicated, multiple viral strains diverging at a "super-spreading" event, and a geological event fragmenting whole communities of species. It is difficult to test for patterns predicted by such processes, because all phylogenetic methods assume that lineages diverge independently. We introduce a general Bayesian framework to relax… Show more

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Cited by 1 publication
(3 citation statements)
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References 114 publications
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“…However, when speciation and extinction rates are defined as functions of time and constrained to follow specific functional forms such as the exponential or a biologically motivated function (such as the environmental dependency tested here), speciation and extinction rates remain identifiable [111]. Detecting changes in diversification rates also requires enough statistical power, which might not be attained when inferences are based on small-sized phylogenies [36,112]. The differences observed here in the most likely model depending on whether analyses were run on clades separately or across the entire tree suggests that (i) there is evidence for rate heterogeneity within the subfamily and (ii) the selection of constant-rate model for individual clades might results from weak statistical power.…”
Section: Discussionmentioning
confidence: 99%
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“…However, when speciation and extinction rates are defined as functions of time and constrained to follow specific functional forms such as the exponential or a biologically motivated function (such as the environmental dependency tested here), speciation and extinction rates remain identifiable [111]. Detecting changes in diversification rates also requires enough statistical power, which might not be attained when inferences are based on small-sized phylogenies [36,112]. The differences observed here in the most likely model depending on whether analyses were run on clades separately or across the entire tree suggests that (i) there is evidence for rate heterogeneity within the subfamily and (ii) the selection of constant-rate model for individual clades might results from weak statistical power.…”
Section: Discussionmentioning
confidence: 99%
“…Consensus (36) mPTP( 23) mGMYC( 37) sGMYC( 36) ASAP( 36) ABGD (35) sPTP( 36 royalsocietypublishing.org/journal/rspb Proc. R. Soc.…”
Section: Nemacheilus Katinganunclassified
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