Distributions on bicoloured binary trees arising from the principle of parsimony

Mike Steel

Type: Article

Publication Date: 1993-02-01

Citations: 28

DOI: https://doi.org/10.1016/0166-218x(90)90058-k

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Discrete Applied Mathematics - View

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+	Does random tree puzzle produce Yule–Harding trees in the many-taxon limit?	2013	Sha Zhu Mike Steel
+	Counting bichromatic evolutionary trees	1993	Péter L. Erdős L. A. Székely
+ PDF Chat	On the uniqueness of the maximum parsimony tree for data with up to two substitutions: An extension of the classic Buneman theorem in phylogenetics	2019	Mareike Fischer
+ PDF Chat	The most parsimonious tree for random data	2014	Mareike Fischer Michelle Galla Lina Herbst Mike Steel
+ PDF Chat	Parsimony and the rank of a flattening matrix	2023	Jandre Snyman Colin Fox David Bryant
+	The most parsimonious tree for random data	2014	Mareike Fischer Michelle Galla Lina Herbst Mike Steel
+	Circumstances in which parsimony but not compatibility will be provably misleading	2014	Robert W. Scotland Mike Steel
+ PDF Chat	Circumstances in Which Parsimony but not Compatibility will be Provably Misleading	2015	Robert W. Scotland Mike Steel

Works Cited by This (3)

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+	Asymptotic Methods in Enumeration	1974	Edward A. Bender
+	Hereditarily finite sets and identity trees	1983	Amit Meir J. W. Moon Jerzy Mycielski
+	Combinatorial Enumeration	2024	Robin Pemantle Mark C. Wilson Stephen Melczer