2021
DOI: 10.1038/s41598-021-89520-w
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Evolutionary history of mental glands in turtles reveals a single origin in an aquatic ancestor and recurrent losses independent of macrohabitat

Abstract: Despite the relevance of chemical communication in vertebrates, comparative examinations of macroevolutionary trends in chemical signaling systems are scarce. Many turtle and tortoise species are reliant on chemical signals to communicate in aquatic and terrestrial macrohabitats, and many of these species possess specialized integumentary organs, termed mental glands (MGs), involved in the production of chemosignals. We inferred the evolutionary history of MGs and tested the impact of macrohabitat on their evo… Show more

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Cited by 4 publications
(2 citation statements)
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References 83 publications
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“…The second allowed for transition rates between states to differ (ARD model). These two models assume that the process generating the different states at the tips and ancestral nodes is homogenous across all branches of a phylogenetic tree, which may be a major simpli cation of biological reality (Ibáñez et al 2021). The generalized hidden Markov model (Beaulieu and Donoghue 2013; Boyko and Beaulieu 2021) implemented in corHMM v2.5 relaxes this assumption by allowing more than one process to affect trait evolution across a phylogeny.…”
Section: Evolutionary Analysesmentioning
confidence: 99%
See 1 more Smart Citation
“…The second allowed for transition rates between states to differ (ARD model). These two models assume that the process generating the different states at the tips and ancestral nodes is homogenous across all branches of a phylogenetic tree, which may be a major simpli cation of biological reality (Ibáñez et al 2021). The generalized hidden Markov model (Beaulieu and Donoghue 2013; Boyko and Beaulieu 2021) implemented in corHMM v2.5 relaxes this assumption by allowing more than one process to affect trait evolution across a phylogeny.…”
Section: Evolutionary Analysesmentioning
confidence: 99%
“…This is achieved by constructing > 1 rate categories (i.e. transition matrices) and allowing them to vary across the tree by parameterizing the transitions among rate categories (Ibáñez et al 2021). We constructed three different models, each with two rate matrices (R1 and R2, rate.cat = 2).…”
Section: Evolutionary Analysesmentioning
confidence: 99%