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Reliable selfing rate estimates from imperfect population genetic data.

机译:根据不完善的种群遗传数据估算可靠的自交率。

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摘要

Genotypic frequencies at codominant marker loci in population samples convey information on mating systems. A classical way to extract this information is to measure heterozygote deficiencies (FIS) and obtain the selfing rate s from FIS = s/(2 - s), assuming inbreeding equilibrium. A major drawback is that heterozygote deficiencies are often present without selfing, owing largely to technical artefacts such as null alleles or partial dominance. We show here that, in the absence of gametic disequilibrium, the multilocus structure can be used to derive estimates of s independent of FIS and free of technical biases. Their statistical power and precision are comparable to those of FIS, although they are sensitive to certain types of gametic disequilibria, a bias shared with progeny-array methods but not FIS. We analyse four real data sets spanning a range of mating systems. In two examples, we obtain s = 0 despite positive FIS, strongly suggesting that the latter are artefactual. In the remaining examples, all estimates are consistent. All the computations have been implemented in a open-access and user-friendly software called rmes (robust multilocus estimate of selfing) available at http://ftp.cefe.cnrs.fr, and can be used on any multilocus data. Being able to extract the reliable information from imperfect data, our method opens the way to make use of the ever-growing number of published population genetic studies, in addition to the more demanding progeny-array approaches, to investigate selfing rates.
机译:群体样本中显性标记基因座处的基因型频率传达了交配系统上的信息。提取此信息的经典方法是测量杂合子缺陷(FIS),并假设近亲平衡,则从FIS = s /(2- s)获得自交率s。一个主要的缺点是杂合子缺陷常常不自交而存在,这在很大程度上归因于技术伪像,例如无效的等位基因或部分优势。我们在这里表明,在没有配子不平衡的情况下,多位点结构可用于得出独立于FIS且没有技术偏见的s的估计。尽管它们对某些类型的配子失衡敏感,但其统计能力和精确度与FIS相当,后者与子代阵列方法相同,但与FIS无关。我们分析了跨越一系列交配系统的四个真实数据集。在两个示例中,尽管FIS为正,我们仍然获得s = 0,这强烈表明后者是伪造的。在其余示例中,所有估计值都是一致的。所有计算已在名为rmes(自拍照的鲁棒多位点估计)的开放访问且用户友好的软件中实现,该软件可从http://ftp.cefe.cnrs.fr获取,并可用于任何多位点数据。能够从不完善的数据中提取可靠的信息,我们的方法为利用越来越多的已发表的种群遗传学研究开辟了道路,除了要求更高的后代阵列方法之外,它还可以研究自交率。

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