Cotton James A, Wilkinson Mark
Department of Zoology, The Natural History Museum, London SW7 5BD, UK.
Syst Biol. 2007 Jun;56(3):445-52. doi: 10.1080/10635150701416682.
Most supertree methods proposed to date are essentially ad hoc, rather than designed with particular properties in mind. Although the supertree problem remains difficult, one promising avenue is to develop from better understood consensus methods to the more general supertree setting. Here, we generalize the widely used majority-rule consensus method to the supertree setting. The majority-rule consensus tree is the strict consensus of the median trees under the symmetric-difference metric, so we can generalize the consensus method by generalizing this metric to trees with differing leaf sets. There are two different natural generalizations, based on pruning or grafting leaves to produce comparable trees, and these two generalizations produce two different, but related, majority-rule supertree methods.
迄今为止提出的大多数超树方法本质上都是临时的,而非基于特定属性设计。尽管超树问题仍然困难,但一条有前景的途径是从理解更深入的一致方法发展到更通用的超树设置。在此,我们将广泛使用的多数规则一致方法推广到超树设置。多数规则一致树是对称差度量下中位数树的严格一致,所以我们可以通过将此度量推广到具有不同叶集的树来推广一致方法。基于修剪或嫁接叶子以产生可比较的树,有两种不同的自然推广,并且这两种推广产生了两种不同但相关的多数规则超树方法。