A new balance index for phylogenetic trees
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Publication:64195
DOI10.1016/j.mbs.2012.10.005zbMath1303.92084arXiv1202.1223OpenAlexW2094647384WikidataQ46310216 ScholiaQ46310216MaRDI QIDQ64195
Arnau Mir, Francesc Rosselló, Lucı´A Rotger, Lucía Rotger, Arnau Mir, Francesc Rosselló
Publication date: January 2013
Published in: Mathematical Biosciences (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/1202.1223
Related Items (20)
On joint subtree distributions under two evolutionary models ⋮ The Sackin index of simplex networks ⋮ Squaring within the Colless index yields a better balance index ⋮ On the Colijn-Plazzotta numbering scheme for unlabeled binary rooted trees ⋮ On the minimum value of the Colless index and the bifurcating trees that achieve it ⋮ The expected value of the squared cophenetic metric under the Yule and the uniform models ⋮ Exact formulas for the variance of several balance indices under the Yule model ⋮ Limit distribution of the quartet balance index for Aldous’s $(\beta \ge 0)$-model ⋮ Exact and approximate limit behaviour of the Yule tree's cophenetic index ⋮ Split sizes and extremal tree shapes ⋮ Cost functionals for large (uniform and simply generated) random trees ⋮ Quantifying the effects of anagenetic and cladogenetic evolution ⋮ TreeTools ⋮ TotalCopheneticIndex ⋮ Extremal values of the Sackin tree balance index ⋮ Measuring tree balance using symmetry nodes -- a new balance index and its extremal properties ⋮ A simple derivation of the mean of the Sackin index of tree balance under the uniform model on rooted binary labeled trees ⋮ A balance index for phylogenetic trees based on rooted quartets ⋮ On the Balance of Unrooted Trees ⋮ Two results about the Sackin and Colless indices for phylogenetic trees and their shapes
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