细分人群中的致命性。

Sylvain Glémin
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引用次数: 12

摘要

种群中致命等位基因的命运是进化和保护生物学的兴趣所在,原因有几个。例如,致命的可能在很大程度上导致近亲繁殖的抑制。致命等位基因的频率取决于种群大小,但不清楚它是如何受到种群结构的影响的。通过对无限岛模型的数值分析和近似分析表明,与种群规模一样,当显性水平较低时,种群结构也会影响致死性等位基因的命运。这类等位基因引起的近交抑制也受种群结构的影响,而突变量对近交抑制的影响较小。杂种优势也取决于种群结构,但它总是保持较低的水平,在突变率的数量级或更低。将这些模式与由轻度有害突变引起的模式进行比较,以大致了解种群结构对近交抑制、杂种优势和突变负荷的影响。
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Lethals in subdivided populations.

The fate of lethal alleles in populations is of interest in evolutionary and conservation biology for several reasons. For instance, lethals may contribute substantially to inbreeding depression. The frequency of lethal alleles depends on population size, but it is not clear how it is affected by population structure. By analysing the case of the infinite island model by numerical approaches and analytical approximations it is shown that, like population size, population structure affects the fate of lethal alleles if dominance levels are low. Inbreeding depression caused by such alleles is also affected by the population structure, whereas the mutation load is only weakly affected. Heterosis also depends on population structure, but it always remains low, of the order of the mutation rate or less. These patterns are compared with those caused by mildly deleterious mutations to give a general picture of the effect of population structure on inbreeding depression, heterosis, and the mutation load.

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Wild populations are smaller than we think: a commentary on 'Effective population size/adult population size ratios in wildlife: a review' by Richard Frankham. Impact of selection on effective population size: a commentary on 'Inbreeding in artificial selection programmes' by Alan Robertson. Hybrid dysgenesis: from darkness into light: a commentary on 'Hybrid dysgenesis in Drosophila melanogaster: rules of inheritance of female sterility' by William R. Engels. A model in two acts: a commentary on 'A model detectable alleles in a finite population' by Timoko Ohta and Motoo Kimura. Estimating the recombination parameter: a commentary on 'Estimating the recombination parameter of a finite population model without selection' by Richard R. Hudson.
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