系统发育中分支的统计检验
A Statistical Test for Clades in Phylogenies
摘要:
我们调查测试的可能性,通过比较其子树修剪和重嫁接(SPR)的邻居,有或没有重新优化分支长度的系统发育树。这是受到贝叶斯显著性检验的启发,并使用SPR来精确地找到极大似然树。通过在各种拓扑结构上使用Jukes-Cantor模型的大量模拟,观察到SPR测试是信息丰富的,并且与搜索极大似然树相比相当快。这表明,SPR测试将是一个有用的除了现有的统计测试套件,用于识别推断的拓扑结构的潜在不准确性。
英文摘要:
We investigated testing the likelihood of a phylogenetic tree by comparison to its subtree pruning and regrafting (SPR) neighbors, with or without re-optimizing branch lengths. This is inspired by aspects of Bayesian significance tests, and the use of SPRs for heuristically finding maximum likelihood trees. Through a number of simulations with the Jukes-Cantor model on various topologies, it is observed that the SPR tests are informative, and reasonably fast compared to searching for the maximum likelihood tree. This suggests that the SPR tests would be a useful addition to the suite of existing statistical tests, for identifying potential inaccuracies of inferred topologies.
机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。