丝状真菌混合繁殖模式下雌雄同体频率波动的平衡周期计算相对有效种群大小估计和参数

C. Toomajian
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引用次数: 1

摘要

许多丝状子囊菌真菌主要无性繁殖,偶有有性繁殖。这可能导致与专有性种群中预期的1:1交配类型比例的偏离。对性性状的宽松选择也会导致田间种群中雌性可育菌株的频率降低,而雄性的可育性不会同样降低,因为雄性配子也可以作为无性孢子。这两种变化最终都会影响种群中遗传漂变的强度。自上一代有性生殖以来,女性不育的频率可能随着时间的推移而增加,因此可以用它来估计有性生殖的相对频率。在这里,我提供了与Leslie和Klein(1996)的混合有性生殖和无性繁殖模型相关的额外细节,该模型与女性不育的频率有关。这包括新的或修改的方程,允许更简单地计算i)相对Ne的两个估计,ii)混合繁殖周期中雌雄同体频率的预期范围,以及iii)性的相对频率。这些公式也包含在电子表格模板中,研究人员可以直接输入从他们的人口数据计算出的频率,以估计他们自己的人口的这些参数。这些资源将使Leslie和Klein(1996)的结果更容易获得,并应增加该模型在评估丝状真菌有性繁殖频率方面的使用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On computing relative effective population size estimates and parameters from an equilibrium cycle of hermaphrodite frequency fluctuation due to mixed reproductive modes in filamentous fungi
Many filamentous ascomycete fungi reproduce primarily asexually, with only occasional sexual generations. This can lead to a departure from the 1:1 mating type ratio that is expected in obligate sexual populations. The relaxed selection on sexual traits also can lead to a decrease in the frequency of female fertile strains in field populations, while male fertility does not similarly decrease since male gametes also can serve as asexual spores. Both changes ultimately impact the strength of genetic drift in populations. The frequency of female sterility likely increases with the time since the last generation of sexual reproduction, such that it can be used to estimate the relative frequency of sexual reproduction. Here I provide additional details relevant to Leslie and Klein’s (1996) model of mixed sexual reproduction and vegetative propagation as related to the frequency of female sterility. This includes new or modified equations that allow for simpler calculations of i) two estimates of relative Ne, ii) the expected range of hermaphrodite frequencies during the cycles of mixed reproduction, and iii) the relative frequency of sex. These equations also are included in spreadsheet templates into which researchers can directly enter frequencies computed from their population data to estimate these parameters for their own populations. These resources will make the results of Leslie and Klein (1996) more accessible and should increase the use of this model in evaluating the frequency of sexual reproduction of filamentous fungi.
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