Solving large scale phylogenetic problems using DCM2.

D H Huson, L Vawter, T J Warnow
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Abstract

In an earlier paper, we described a new method for phylogenetic tree reconstruction called the Disk Covering Method, or DCM. This is a general method which can be used with any existing phylogenetic method in order to improve its performance. We showed analytically and experimentally that when DCM is used in conjunction with polynomial time distance-based methods, it improves the accuracy of the trees reconstructed. In this paper, we discuss a variant on DCM, that we call DCM2. DCM2 is designed to be used with phylogenetic methods whose objective is the solution of NP-hard optimization problems. We show that DCM2 can be used to accelerate searches for Maximum Parsimony trees. We also motivate the need for solutions to NP-hard optimization problems by showing that on some very large and important datasets, the most popular (and presumably best performing) polynomial time distance methods have poor accuracy.

利用DCM2解决大规模系统发育问题。
在之前的一篇论文中,我们描述了一种新的系统发育树重建方法,称为磁盘覆盖方法(Disk cover method, DCM)。这是一种通用的方法,可以与任何现有的系统发育方法一起使用,以提高其性能。通过分析和实验表明,DCM与基于多项式时间距离的方法结合使用,可以提高重建树的精度。在本文中,我们讨论了DCM的一个变体,我们称之为DCM2。DCM2被设计用于系统发育方法,其目标是解决NP-hard优化问题。我们证明DCM2可以用来加速对Maximum Parsimony树的搜索。我们还通过展示在一些非常大和重要的数据集上,最流行的(并且可能是性能最好的)多项式时间距离方法具有较差的准确性来激发对NP-hard优化问题解决方案的需求。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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