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表型协方差结构的系统发育分析。I. 矩阵相关分析和共同主成分分析的对比结果

PHYLOGENETIC ANALYSIS OF PHENOTYPIC COVARIANCE STRUCTURE. I. CONTRASTING RESULTS FROM MATRIX CORRELATION AND COMMON PRINCIPAL COMPONENT ANALYSES.

作者信息

Steppan Scott J

机构信息

Committee on Evolutionary Biology, The University of Chicago, Chicago, Illinois, 60637.

Division of Mammals, The Field Museum, Chicago, Illinois, 60605.

出版信息

Evolution. 1997 Apr;51(2):571-586. doi: 10.1111/j.1558-5646.1997.tb02444.x.

Abstract

Applications of quantitative techniques to understanding macroevolutionary patterns typically assume that genetic variances and covariances remain constant. That assumption is tested among 28 populations of the Phyllotis darwini species group (leaf-eared mice). Phenotypic covariances are used as a surrogate for genetic covariances to allow much greater phylogenetic sampling. Two new approaches are applied that extend the comparative method to multivariate data. The efficacy of these techniques are compared, and their sensitivity to sampling error examined. Pairwise matrix correlations of correlation matrices are consistently very high (> 0.90) and show no significant association between matrix similarity and phylogenetic relatedness. Hierarchical decomposition of common principal component (CPC) analyses applied to each clade in the phylogeny rejects the hypothesis that common principal component structure is shared in clades more inclusive than subspecies. Most subspecies also lack a common covariance structure as described by the CPC model. The hypothesis of constant covariances must be rejected, but the magnitudes of divergence in covariance structure appear to be small. Matrix correlations are very sensitive to sampling error, while CPC is not. CPC is a powerful statistical tool that allows detailed testing of underlying patterns of covariation.

摘要

将定量技术应用于理解宏观进化模式通常假定遗传方差和协方差保持不变。该假设在达尔文叶耳鼠(Phyllotis darwini物种组)的28个种群中进行了检验。表型协方差被用作遗传协方差的替代指标,以便进行更大规模的系统发育抽样。应用了两种新方法,将比较方法扩展到多变量数据。比较了这些技术的有效性,并检验了它们对抽样误差的敏感性。相关矩阵的成对矩阵相关性一直非常高(>0.90),并且在矩阵相似性和系统发育相关性之间未显示出显著关联。对系统发育中每个分支应用共同主成分(CPC)分析的层次分解,拒绝了在比亚种更广泛的分支中共享共同主成分结构的假设。大多数亚种也缺乏CPC模型所描述的共同协方差结构。必须拒绝协方差恒定的假设,但协方差结构的差异程度似乎很小。矩阵相关性对抽样误差非常敏感,而CPC则不然。CPC是一种强大的统计工具,可对潜在的协变模式进行详细检验。

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