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Weighting in sequence space: a comparison of methods in terms of generalized sequences.

机译:序列空间中的权重:根据广义序列比较方法。

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摘要

Four methods for weighting aligned biological sequences have recently appeared that differ mathematically, philosophically, and in their results. Thus, while there is consensus about the need to weight sequences, the method to use is contentious. A geometric analysis based on a continuous sequence space is presented that provides a common framework in which to compare the methods. It is concluded that there are two "best" methods. When the sequences are known to be phylogenetically related and a tree can be generated without introducing excessive stress into the data, the method of Altschul et al. [Altschul, S. F., Carroll, R. J. & Lipman, D. J. (1989) J. Mol. Biol. 207, 647-653] is appropriate. When the sequences are not known to be phylogenetically related or a tree cannot be produced without unduly distorting the distances between the sequences, a modification of the method of Sibbald and Argos [Sibbald, P. R. & Argos, P. (1990) J. Mol. Biol. 216, 813-818] is preferable.
机译:最近出现了四种加权比对的生物序列的方法,它们在数学上,哲学上和结果上都不同。因此,尽管对加权序列的需求已达成共识,但使用的方法还是有争议的。提出了基于连续序列空间的几何分析,该分析提供了用于比较方法的通用框架。结论是有两种“最佳”方法。当已知序列与系统发生相关,并且可以生成一棵树而不会在数据中引入过多的压力时,Altschul等人的方法。 [Altschul,S. F.,Carroll,R. J.&Lipman,D. J.(1989)J. Mol。生物学207,647-653]是适当的。当不知道序列与系统发育相关或不能在不过度扭曲序列之间距离的情况下产生树木时,对Sibbald和Argos的方法进行修改[Sibbald,P. R.&Argos,P.(1990)J. Mol。Chem。生物学[216,813-818]为佳。

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