We present a method for summarising collections of phylogenetic trees that extends the notion of consensus trees. Each branch in a phylogenetic tree corresponds to a bipartition or split of the set of taxa labelling its leaves. Given a collection of phylogenetic trees, each labelled by the same set of taxa, all those splits that appear in more than a predefined threshold proportion of the trees are displayed uaing a median network. The complexity of this network is bounded as a function of the threshold proportion. We demonstrate the method for a collection of 5000 trees resulting from a Monte Carlo Markov Chain analysis of 37 mammal mitochondrial genomes, and also for a collection or 80 equally parsimonious trees resulting from a heuristic search on 53 human mitochondrial sequences.
History
Publication title
Algorithms in Bioinformatics
Editors
G Benson and R Page
Pagination
165-176
ISBN
3-540-20076-2
Department/School
School of Natural Sciences
Publisher
Springer-Verlag
Place of publication
Berlin, Germany
Event title
Algorithms in Bioinformatics: Third International Workshop, WABI 2003