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距离隔离的非平稳模式:利用贝叶斯克里金法推断局部遗传分化的度量

Nonstationary patterns of isolation-by-distance: inferring measures of local genetic differentiation with Bayesian kriging.

作者信息

Duforet-Frebourg Nicolas, Blum Michael G B

机构信息

Laboratoire TIMC-IMAG, Centre National de la Recherche Scientifique, Université Joseph Fourier, Grenoble, France.

出版信息

Evolution. 2014 Apr;68(4):1110-23. doi: 10.1111/evo.12342. Epub 2014 Jan 26.

Abstract

Patterns of isolation-by-distance (IBD) arise when population differentiation increases with increasing geographic distances. Patterns of IBD are usually caused by local spatial dispersal, which explains why differences of allele frequencies between populations accumulate with distance. However, spatial variations of demographic parameters such as migration rate or population density can generate nonstationary patterns of IBD where the rate at which genetic differentiation accumulates varies across space. To characterize nonstationary patterns of IBD, we infer local genetic differentiation based on Bayesian kriging. Local genetic differentiation for a sampled population is defined as the average genetic differentiation between the sampled population and fictive neighboring populations. To avoid defining populations in advance, the method can also be applied at the scale of individuals making it relevant for landscape genetics. Inference of local genetic differentiation relies on a matrix of pairwise similarity or dissimilarity between populations or individuals such as matrices of FST between pairs of populations. Simulation studies show that maps of local genetic differentiation can reveal barriers to gene flow but also other patterns such as continuous variations of gene flow across habitat. The potential of the method is illustrated with two datasets: single nucleotide polymorphisms from human Swedish populations and dominant markers for alpine plant species.

摘要

当种群分化随着地理距离的增加而增大时,就会出现距离隔离(IBD)模式。IBD模式通常是由局部空间扩散引起的,这就解释了为什么种群之间等位基因频率的差异会随着距离而累积。然而,诸如迁移率或种群密度等人口统计学参数的空间变化会产生非平稳的IBD模式,其中遗传分化累积的速率在空间上有所不同。为了表征非平稳的IBD模式,我们基于贝叶斯克里金法推断局部遗传分化。抽样种群的局部遗传分化定义为抽样种群与虚拟相邻种群之间的平均遗传分化。为了避免预先定义种群,该方法也可以应用于个体尺度,这使其与景观遗传学相关。局部遗传分化的推断依赖于种群或个体之间成对相似性或不相似性的矩阵,例如种群对之间的FST矩阵。模拟研究表明,局部遗传分化图可以揭示基因流动的障碍,也可以揭示其他模式,如基因流动在栖息地的连续变化。该方法的潜力通过两个数据集得到了说明:来自瑞典人群的单核苷酸多态性和高山植物物种的显性标记。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/d0f4/4285919/d6dd2f8694ef/evo0068-1110-f1.jpg

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