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首页> 外文期刊>Systematic Biology >The Ancestral Distance Test: What Relatedness can Reveal about Correlated Evolution in Large Lineages with Missing Character Data and Incomplete Phylogenies
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The Ancestral Distance Test: What Relatedness can Reveal about Correlated Evolution in Large Lineages with Missing Character Data and Incomplete Phylogenies

机译:祖先距离测试:缺少字符数据和不完整系统发育的大型世系的相关进化可以揭示出什么相关性

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摘要

The ancestral distance test is introduced to detect correlated evolution between two binary traits in large phylogenies that may lack resolved subclades, branch lengths, and/or comparative data. We define the ancestral distance as the time separating a randomly sampled taxon from its most recent ancestor (MRA) with extant descendants that have an independent trait. The sampled taxon either has (target sample) or lacks (nontarget sample) a dependent trait. Modeled as a Markov process, we show that the distribution of ancestral distances for the target sample is identical to that of the nontarget sample when characters are uncorrelated, whereas ancestral distances are smaller on average for the target sample when characters are correlated. Simulations suggest that the ancestral distance can be estimated using the time, total branch length, taxonomic rank, or number of speciation events between a sampled taxon and the MRA. These results are shown to be robust to deviations from Markov assumptions. A Monte Carlo technique estimates P-values when fully resolved phylogenies with branch lengths are available, and we evaluate the Monte Carlo approach using a data set with known correlation. Measures of relatedness were found to provide a robust means to test hypotheses of correlated character evolution.
机译:引入祖先距离测试来检测大型系统发育中两个二元性状之间的相关进化,而这些二元性状可能缺乏解析的子代,分支长度和/或比较数据。我们将祖先距离定义为将随机采样的分类单元与其最近的祖先(MRA)与具有独立特征的现存后代分隔开的时间。采样的分类单元具有(目标样本)或缺少(非目标样本)相关性状。以马尔可夫过程为模型,我们表明当字符不相关时,目标样本的祖先距离分布与非目标样本的分布相同,而当字符相关时,目标样本的祖先距离平均较小。模拟表明,可以使用时间,总分支长度,生物分类等级或采样的分类群与MRA之间的物种形成事件数来估计祖先距离。这些结果显示出对偏离马尔可夫假设的鲁棒性。当具有分支长度的完全分辨的系统发育可用时,蒙特卡洛技术估计P值,并且我们使用具有已知相关性的数据集评估蒙特卡洛方法。发现相关性的度量提供了一种强有力的手段来测试相关字符演变的假设。

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