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Application of Chaotic Laws to Improve Haplotype Assembly Using Chaos Game Representation

机译:混沌定律应用混沌法改进单倍型装配

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摘要

Sequence data are deposited in the form of unphased genotypes and it is not possible to directly identify the location of a particular allele on a specific parental chromosome or haplotype. This study employed nonlinear time series modeling approaches to analyze the haplotype sequences obtained from the NGS sequencing method. To evaluate the chaotic behavior of haplotypes, we analyzed their whole sequences, as well as several subsequences from distinct haplotypes, in terms of the SNP distribution on their chromosomes. This analysis utilized chaos game representation (CGR) followed by the application of two different scaling methods. It was found that chaotic behavior clearly exists in most haplotype subsequences. For testing the applicability of the proposed model, the present research determined the alleles in gap positions and positions with low coverage by using chromosome subsequences in which 10% of each subsequence’s alleles are replaced by gaps. After conversion of the subsequences’ CGR into the coordinate series, a Local Projection (LP) method predicted the measure of ambiguous positions in the coordinate series. It was discovered that the average reconstruction rate for all input data is more than 97%, demonstrating that applying this knowledge can effectively improve the reconstruction rate of given haplotypes.
机译:序列数据以非分阶段基因型的形式保存,不可能直接识别特定等位基因在特定亲本染色体或单倍型上的位置。本研究采用非线性时间序列建模方法来分析从NGS测序方法获得的单倍型序列。为了评估单倍型的混沌行为,我们根据其染色体上的SNP分布分析了它们的整个序列以及不同单倍型的几个子序列。该分析利用了混沌游戏表示法(CGR),然后应用了两种不同的缩放方法。发现大多数单倍型子序列中显然存在混沌行为。为了测试提出的模型的适用性,本研究通过使用染色体亚序列(其中每个亚序列的等位基因的10%被缺口替代)来确定缺口位置和低覆盖率位置的等位基因。将子序列的CGR转换为坐标系列后,局部投影(LP)方法预测了坐标系列中歧义位置的度量。发现所有输入数据的平均重建率均超过97%,这表明应用此知识可以有效提高给定单倍型的重建率。

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