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Ancestry Inference in Complex Admixtures via Variable-Length Markov Chain Linkage Models

机译:变长马尔可夫链链接模型在复杂混合料中的祖先推断

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Inferring the ancestral origin of chromosomal segments in admixed individuals is key for genetic applications, ranging from analyzing population demographics and history, to mapping disease genes. Previous methods addressed ancestry inference by using either weak models of linkage disequilibrium, or large models that make explicit use of ancestral haplotypes. In this paper we introduce ALLOY, an efficient method that incorporates generalized, but highly expressive, linkage disequilibrium models. ALLOY applies a factorial hidden Markov model to capture the parallel process producing the maternal and paternal admixed haplotypes, and models the background linkage disequilibrium in the ancestral populations via an inhomogeneous variable-length Markov chain. We test ALLOY in a broad range of scenarios ranging from recent to ancient admixtures with up to four ancestral populations. We show that ALLOY outperforms the previous state of the art, and is robust to uncertainties in model parameters.
机译:推断混合个体中染色体片段的祖先是遗传应用的关键,从分析人口统计学和历史到绘制疾病基因图谱,其遗传应用范围非常广泛。以前的方法通过使用连锁不平衡的弱模型或显式使用祖先单倍型的大模型来解决祖先推理。在本文中,我们介绍了ALLOY,这是一种有效的方法,它结合了广义但表达能力强的连锁不平衡模型。合金应用阶乘隐马尔可夫模型来捕获产生母体和父体混合单倍型的并行过程,并通过不均匀的变长马尔可夫链对祖先群体中的背景连锁不平衡进行建模。我们在广泛的场景中测试合金,从最近到具有多达四个祖先种群的古老混合物。我们表明,合金的性能优于现有技术,并且对模型参数的不确定性具有鲁棒性。

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