Kück Patrick, Romahn Juliane, Meusemann Karen
Centre for Molecular Biodiversity Research, Leibniz Institute for the Analysis of Biodiversity Change, Adenauerallee 160, 53113 Bonn, Germany.
LOEWE Centre for Translational Biodiversity Genomics (LOEWE-TBG), Senckenberganlage 25, 60325 Frankfurt am Main, Germany.
NAR Genom Bioinform. 2022 Sep 15;4(3):lqac064. doi: 10.1093/nargab/lqac064. eCollection 2022 Sep.
Confidence measures of branch reliability play an important role in phylogenetics as these measures allow to identify trees or parts of a tree that are well supported by the data and thus adequate to serve as basis for evolutionary inference of biological systems. Unreliable branch relationships in phylogenetic analyses are of concern because of their potential to represent incorrect relationships of interest among more reliable branch relationships. The site-concordance factor implemented in the IQ-TREE package is a recently introduced heuristic solution to the problem of identifying unreliable branch relationships on the basis of quartets. We test the performance of the site-concordance measure with simple examples based on simulated data and designed to study its behaviour in branch support estimates related to different degrees of branch length heterogeneities among a ten sequence tree. Our results show that in particular in cases of relationships with heterogeneous branch lengths site-concordance measures may be misleading. We therefore argue that the maximum parsimony optimality criterion currently used by the site-concordance measure may sometimes be poorly suited to evaluate branch support and that the scores reported by the site-concordance factor should not be considered as reliable.
分支可靠性的置信度度量在系统发育学中起着重要作用,因为这些度量能够识别出数据充分支持的树或树的部分,从而足以作为生物系统进化推断的基础。系统发育分析中不可靠的分支关系令人担忧,因为它们可能在更可靠的分支关系中代表了错误的感兴趣关系。IQ-TREE软件包中实现的位点一致性因子是最近引入的一种启发式解决方案,用于基于四重奏识别不可靠的分支关系问题。我们基于模拟数据,通过简单示例测试位点一致性度量的性能,旨在研究其在与十序列树中不同程度的分支长度异质性相关的分支支持估计中的行为。我们的结果表明,特别是在分支长度异质的关系中,位点一致性度量可能会产生误导。因此,我们认为位点一致性度量当前使用的最大简约性最优标准有时可能不太适合评估分支支持,并且位点一致性因子报告的分数不应被视为可靠的。