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Building minimum recombination ancestral recombination graphs for whole genomes

机译:为全基因组构建最小重组祖先重组图

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Building ancestral recombination graphs (ARGs) with the minimum number of recombination events is an essential problem in genomic population studies. Exhaustive search methods have been proposed to solve the problem with few sequences and markers. Recently, we introduced ARG4WG algorithm [1] to build plausible ARGs for whole genomes of thousand samples. However, the ARG4WG algorithm was not designed to optimize the number of recombination events. In this work, we propose a new design of the ARG4WG algorithm to optimize the number of recombination events. The key idea is to analyze and combine different criteria (i.e., the longest shared ends, the maximum similarity between sequences, and the length of sequences) to select the best candidates for recombinations. The experiments on different data sets showed that our new algorithms produced ARGs with smaller number of recombination events in comparison to other methods. The methods allow us to build minimum recombination ARGs from whole genome data sets.
机译:构建具有最小重组事件数量的祖传重组图(Args)是基因组人口研究中的重要问题。已经提出了详尽的搜索方法来解决几个序列和标记的问题。最近,我们介绍了arg4wg算法[1]以为全种样本的全基因组建合理的args。但是,ARG4WG算法不设计用于优化重组事件的数量。在这项工作中,我们提出了一种新的ARG4WG算法设计,以优化重组事件的数量。关键思想是分析和结合不同的标准(即,最长的共享端部,序列之间的最大相似性,和序列的长度)来选择用于重组的最佳候选。不同数据集的实验表明,与其他方法相比,我们的新算法产生了具有较少数量的重组事件的args。该方法允许我们从整个基因组数据集中构建最小重组args。

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