Simmons Mark P, Zhang Li-Bing, Webb Colleen T, Reeves Aaron, Miller Jeremy A
Department of Biology, Colorado State University, Fort Collins, CO 80523, USA.
Department of Entomology, California Academy of Sciences, 875 Howard Street, San Francisco, CA 94103, USA.
Cladistics. 2006 Apr;22(2):171-185. doi: 10.1111/j.1096-0031.2006.00098.x.
We tested whether it is beneficial for the accuracy of phylogenetic inference to sample characters that are evolving under different sets of parameters, using both Bayesian MCMC (Markov chain Monte Carlo) and parsimony approaches. We examined differential rates of evolution among characters, differential character-state frequencies and character-state space, and differential relative branch lengths among characters. We also compared the relative performance of parsimony and Bayesian analyses by progressively incorporating more of these heterogeneous parameters and progressively increasing the severity of this heterogeneity. Bayesian analyses performed better than parsimony when heterogeneous simulation parameters were incorporated into the substitution model. However, parsimony outperformed Bayesian MCMC when heterogeneous simulation parameters were not incorporated into the Bayesian substitution model. The higher the rate of evolution simulated, the better parsimony performed relative to Bayesian analyses. Bayesian and parsimony analyses converged in their performance as the number of simulated heterogeneous model parameters increased. Up to a point, rate heterogeneity among sites was generally advantageous for phylogenetic inference using both approaches. In contrast, branch-length heterogeneity was generally disadvantageous for phylogenetic inference using both parsimony and Bayesian approaches. Parsimony was found to be more conservative than Bayesian analyses, in that it resolved fewer incorrect clades.
我们使用贝叶斯马尔可夫链蒙特卡罗(MCMC)方法和简约法,测试了对在不同参数集下进化的性状进行抽样是否有利于系统发育推断的准确性。我们研究了性状之间的差异进化速率、差异性状状态频率和性状状态空间,以及性状之间的差异相对分支长度。我们还通过逐步纳入更多这些异质参数并逐步增加这种异质性的程度,比较了简约分析和贝叶斯分析的相对性能。当将异质模拟参数纳入替代模型时,贝叶斯分析的表现优于简约法。然而,当异质模拟参数未纳入贝叶斯替代模型时,简约法的表现优于贝叶斯MCMC。模拟的进化速率越高,相对于贝叶斯分析,简约法的表现就越好。随着模拟的异质模型参数数量增加,贝叶斯分析和简约法的性能趋于一致。在一定程度上,位点间的速率异质性通常有利于使用这两种方法进行系统发育推断。相反,分支长度异质性通常对使用简约法和贝叶斯法进行系统发育推断不利。研究发现,简约法比贝叶斯分析更保守,因为它解析出的错误分支较少。