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Efficient Haplotype Block Partitioning and Tag SNP Selection Algorithms under Various Constraints

机译:多种约束下的高效单倍型基因组分割和标签SNP选择算法

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Patterns of linkage disequilibrium plays a central role in genome-wide association studies aimed at identifying genetic variation responsible for common human diseases. These patterns in human chromosomes show a block-like structure, and regions of high linkage disequilibrium are called haplotype blocks. A small subset of SNPs, called tag SNPs, is sufficient to capture the haplotype patterns in each haplotype block. Previously developed algorithms completely partition a haplotype sample into blocks while attempting to minimize the number of tag SNPs. However, when resource limitations prevent genotyping all the tag SNPs, it is desirable to restrict their number. We propose two dynamic programming algorithms, incorporating many diversity evaluation functions, for haplotype block partitioning using a limited number of tag SNPs. We use the proposed algorithms to partition the chromosome 21 haplotype data. When the sample is fully partitioned into blocks by our algorithms, the 2,266 blocks and 3,260 tag SNPs are fewer than those identified by previous studies. We also demonstrate that our algorithms find the optimal solution by exploiting the nonmonotonic property of a common haplotype-evaluation function.
机译:连锁不平衡的模式在全基因组关联研究中起着核心作用,该研究旨在鉴定导致人类常见疾病的遗传变异。人类染色体中的这些模式显示出块状结构,高连锁不平衡的区域称为单倍型块。一小部分SNP(称为标签SNP)足以捕获每个单元型模块中的单元型模式。先前开发的算法将单倍型样本完全划分为多个块,同时尝试最小化标签SNP的数量。但是,当资源限制阻止对所有标签SNP进行基因分型时,希望限制其数量。我们提出了两种动态编程算法,结合了许多多样性评估功能,用于使用有限数量的标签SNP进行单倍型模块分区。我们使用提出的算法来划分21号染色体单倍型数据。当我们的算法将样本完全划分为多个块时,与以前的研究相比,该2266个块和3260个标签SNP更少。我们还证明了我们的算法通过利用常见单倍型评估函数的非单调性质找到了最佳解决方案。

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