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Partitioned Bremer support and multiple trees

机译:布雷默分区支持和多棵树

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摘要

Partitioned Bremer support (PBS) is a valuable means of assessing congruence in combined data sets, but some aspects require clarification. When more than one equally parsimonious tree is found during the constrained search for trees lacking the node of interest, averaging PBS for each data set across these trees can conceal conflict, and PBS should ideally be examined for each constrained tree. Similarly, when multiple most parsimonious trees (MPTs) are generated during analysis of the combined data, PBS is usually calculated on the consensus tree. However, extra information can be obtained if PBS is calculated on each of the MPTs or even suboptimal trees.
机译:布雷默分区支持(PBS)是评估组合数据集中一致性的一种有价值的方法,但是某些方面需要澄清。当在受限搜索中缺少兴趣节点的树上找到一棵以上的同等简约树时,对这些树上每个数据集的PBS平均取值可以掩盖冲突,并且理想情况下,应针对每个受限树检查PBS。类似地,当在分析组合数据期间生成多个最简约的树(MPT)时,通常会在共识树上计算PBS。但是,如果在每个MPT甚至次优树上都计算PBS,则可以获得更多信息。

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