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Recovery of mutations of different sizes from a population sample of DNA sequences under variable mutation rates across sites

机译:从不同位置的可变突变率的DNA序列样本中恢复不同大小的突变

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摘要

Mutations may be classified according to their positions of occurrence in the genealogy of the sampled DNA sequences from a population. A mutation is said to be of size i if it has i descendants in the sample. Such classifications for mutations mayyield detailed insights into the evolutionary history and properties of the population. Statistical methods based on such classification have been developed and shown to be efficient and powerful. However, the utility of these statistical methods dependscritically on reliable and robust recovery of mutations of different sizes. An investigation was made of the distributional changes of mutations of different sizes due to genealogy reconstruction using the unweighted pair-group method with arithmetic mean (UPGMA) and the performance of the maximum parsimony method in inferring mutations of different sizes on a given topology. Genealogy reconstruction by UPGMA was found to change the distribution of mutations of different sizes on constructed topologies. Multiple hits at some nucleotide sites made it difficult to infer mutations of different sizes with the maximum parsimony method, even when the true topology was designated.
机译:可以根据突变在人群中所采样的DNA序列的谱系中的出现位置进行分类。如果样本中有i个后代,则称该突变的大小为i。对突变进行此类分类可以深入了解种群的进化历史和特性。已经开发了基于这种分类的统计方法,并且显示出了有效和强大的方法。但是,这些统计方法的实用性主要取决于不同大小突变的可靠而可靠的恢复。使用具有算术平均值的非加权成对组方法(UPGMA),研究了由于族谱重构而导致的不同大小突变的分布变化,以及在给定拓扑结构上推断最大大小突变的最大简约方法的性能。发现通过UPGMA进行的族谱重建可以改变所构建拓扑上不同大小的突变的分布。即使指定了真正的拓扑结构,在某些核苷酸位点上的多次命中也很难用最大简约方法推断出不同大小的突变。

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