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http://dx.doi.org/10.4134/CKMS.2010.25.1.149

QUARTET CONSISTENCY COUNT METHOD FOR RECONSTRUCTING PHYLOGENETIC TREES  

Cho, Jin-Hwan (Department of Mathematics, The University of Suwon)
Joe, Do-Sang (Department of Mathematics Education, Konkuk University)
Kim, Young-Rock (Major in Mathematics Education, Graduate School of Education, Hankuk University of Foreign Studies)
Publication Information
Communications of the Korean Mathematical Society / v.25, no.1, 2010 , pp. 149-160 More about this Journal
Abstract
Among the distance based algorithms in phylogenetic tree reconstruction, the neighbor-joining algorithm has been a widely used and effective method. We propose a new algorithm which counts the number of consistent quartets for cherry picking with tie breaking. We show that the success rate of the new algorithm is almost equal to that of neighbor-joining. This gives an explanation of the qualitative nature of neighbor-joining and that of dissimilarity maps from DNA sequence data. Moreover, the new algorithm always reconstructs correct trees from quartet consistent dissimilarity maps.
Keywords
neighbor-joining; phylogenetic tree; quartet consistency count; sequence generation; tree construction algorithm;
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