Distribution of branch lengths and phylogenetic diversity under homogeneous speciation models

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چکیده

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Distribution of branch lengths and phylogenetic diversity under homogeneous speciation models.

The constant rate birth-death process is a popular null model for speciation and extinction. If one removes extinct and non-sampled lineages, this process induces 'reconstructed trees' which describe the relationship between extant lineages. We derive the probability density of the length of a randomly chosen pendant edge in a reconstructed tree. For the special case of a pure-birth process wit...

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Phylogenetic diversity is a measure for describing how much of an evolutionary tree is spanned by a subset of species. If one applies this to the unknown subset of current species that will still be present at some future time, then this 'future phylogenetic diversity' provides a measure of the impact of various extinction scenarios in biodiversity conservation. In this paper, we study the dist...

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Branch lengths on birth-death trees and the expected loss of phylogenetic diversity.

Diversification is nested, and early models suggested this could lead to a great deal of evolutionary redundancy in the Tree of Life. This result is based on a particular set of branch lengths produced by the common coalescent, where pendant branches leading to tips can be very short compared with branches deeper in the tree. Here, we analyze alternative and more realistic Yule and birth-death ...

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Branch lengths on Yule trees and the expected loss of phylogenetic diversity

— Diversification is nested, and early models suggested this could lead to a great deal of evolutionary redundancy in the Tree of Life. This result is based on a particular set of branch lengths produced by the common coalescent, where pendant branches leading to tips can be very short compared to branches deeper in the tree. Here, we analyze alternative and more realistic Yule and birth-death ...

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ژورنال

عنوان ژورنال: Journal of Theoretical Biology

سال: 2012

ISSN: 0022-5193

DOI: 10.1016/j.jtbi.2011.11.019