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Efficient Forward Simulation of Fisher-Wright Populations with Stochastic Population Size and Neutral Single Step Mutations in Haplotypes

机译:Fisher-Wright种群的高效正演模拟   单倍型的随机种群大小和中性单步突变

摘要

In both population genetics and forensic genetics it is important to know howhaplotypes are distributed in a population. Simulation of population dynamicshelps facilitating research on the distribution of haplotypes. In forensicgenetics, the haplotypes can for example consist of lineage markers such asshort tandem repeat loci on the Y chromosome (Y-STR). A dominating model fordescribing population dynamics is the simple, yet powerful, Fisher-Wrightmodel. We describe an efficient algorithm for exact forward simulation of exactFisher-Wright populations (and not approximative such as the coalescent model).The efficiency comes from convenient data structures by changing thetraditional view from individuals to haplotypes. The algorithm is implementedin the open-source R package 'fwsim' and is able to simulate very largepopulations. We focus on a haploid model and assume stochastic population sizewith flexible growth specification, no selection, a neutral single stepmutation process, and self-reproducing individuals. These assumptions make thealgorithm ideal for studying lineage markers such as Y-STR.
机译:在种群遗传学和法医遗传学中,了解单体型如何在种群中分布很重要。种群动态的模拟有助于促进单倍型分布的研究。在法医遗传学中,单倍型可以例如由谱系标记物组成,例如Y染色体上的短串联重复基因座(Y-STR)。描述人口动态的主要模型是简单但功能强大的Fisher-Wright模型。我们描述了一种精确的精确Fisher-Wright种群正向仿真的有效算法(而不是诸如合并模型之类的近似模型),其效率来自于方便的数据结构,可以将传统观点从个人变为单倍型。该算法在开源R包“ fwsim”中实现,并且能够模拟非常大的人口。我们关注单倍体模型,并假设具有随机增长规格,无选择,中性的单步突变过程和自我繁殖的个体的随机种群规模。这些假设使该算法成为研究谱系标记(例如Y-STR)的理想选择。

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