Obtaining highly accurate topology estimates of evolutionary trees from very short sequences
RECOMB '99 Proceedings of the third annual international conference on Computational molecular biology
Hybrid tree reconstruction methods
Journal of Experimental Algorithmics (JEA)
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A phylogenetic tree (also called an ``evolutionary tree'''') is a leaf-labelled tree which represents the evolutionary history for a set of species, and the construction of such trees is a fundamental problem in biology. Here we address the issue of how many sequence sites are required in order to recover the tree with high probability when the sites evolve under standard Markov- style (i.i.d.) mutation models. We provide analytic upper and lower bounds for the required sequence length, by developing a new (and polynomial time) algorithm. In particular we show that when the mutation probabilities are bounded the required sequence length can grow surprisingly slowly (a power of log n) in the number n of sequences, for almost all trees.