Liu Liang, Pearl Dennis K, Brumfield Robb T, Edwards Scott V
Museum of Comparative Zoology, Harvard University, Cambridge, Massachusetts 02138, USA.
Evolution. 2008 Aug;62(8):2080-91. doi: 10.1111/j.1558-5646.2008.00414.x. Epub 2008 May 5.
Several techniques, such as concatenation and consensus methods, are available for combining data from multiple loci to produce a single statement of phylogenetic relationships. However, when multiple alleles are sampled from individual species, it becomes more challenging to estimate relationships at the level of species, either because concatenation becomes inappropriate due to conflicts among individual gene trees, or because the species from which multiple alleles have been sampled may not form monophyletic groups in the estimated tree. We propose a Bayesian hierarchical model to reconstruct species trees from multiple-allele, multilocus sequence data, building on a recently proposed method for estimating species trees from single allele multilocus data. A two-step Markov Chain Monte Carlo (MCMC) algorithm is adopted to estimate the posterior distribution of the species tree. The model is applied to estimate the posterior distribution of species trees for two multiple-allele datasets--yeast (Saccharomyces) and birds (Manacus-manakins). The estimates of the species trees using our method are consistent with those inferred from other methods and genetic markers, but in contrast to other species tree methods, it provides credible regions for the species tree. The Bayesian approach described here provides a powerful framework for statistical testing and integration of population genetics and phylogenetics.
有几种技术,如串联法和一致性方法,可用于整合来自多个基因座的数据,以得出系统发育关系的单一表述。然而,当从单个物种中采样多个等位基因时,在物种水平上估计关系变得更具挑战性,这要么是因为由于各个基因树之间的冲突,串联法变得不合适,要么是因为已采样多个等位基因的物种在估计树中可能不会形成单系群。我们基于最近提出的从单等位基因多基因座数据估计物种树的方法,提出了一种贝叶斯层次模型,用于从多等位基因、多基因座序列数据重建物种树。采用两步马尔可夫链蒙特卡罗(MCMC)算法来估计物种树的后验分布。该模型应用于估计两个多等位基因数据集——酵母(酿酒酵母属)和鸟类(侏儒鸟)的物种树的后验分布。使用我们的方法对物种树的估计与从其他方法和遗传标记推断出的结果一致,但与其他物种树方法不同的是,它为物种树提供了可信区间。这里描述的贝叶斯方法为群体遗传学和系统发育学的统计检验和整合提供了一个强大的框架。