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直接表型超显性的进化动力学:出现有可能,丧失很可能。

The evolutionary dynamics of direct phenotypic overdominance: emergence possible, loss probable.

作者信息

Van Dooren T J

机构信息

Department of Biology, University of Antwerp, Belgium.

出版信息

Evolution. 2000 Dec;54(6):1899-914.

Abstract

An evolutionary dynamical system with explicit diploid genetics is used to investigate the likelihood of observing phenotypically overdominant heterozygotes versus heterozygous phenotypes that are intermediate between the homozygotes. In this model, body size evolves in a population with discrete demographic episodes and with competition limiting reproduction. A genotype-phenotype map for body size is used that can generate the two qualitative types of dominance interactions (overdominance versus intermediate dominance). It is written as a single-locus model with one focal locus and parameters summarizing the effects of alleles at other loci. Two types of evolutionarily stable strategy (ESS; continuously stable strategy, CSS) occur. The ESS is generated either (1) by the population ecology; or (2) by a local maximum of the genotype-phenotype map. Overdominant heterozygotes are expected to arise if the population evolves toward the second type of ESS, where nearly maximum body sizes are found. When other loci with partially dominant inheritance also evolve, the location of the maximum in the genotype-phenotype map repeatedly changes. It is unlikely that an evolving population will track these changes; ESSs of the second type now are at best quasi-stationary states of the evolutionary dynamics. Considering the restrictions on its probability, a pattern of phenotypic overdominance is expected to be rare.

摘要

一个具有明确二倍体遗传学的进化动力系统被用于研究观察到表型超显性杂合子与介于纯合子之间的杂合子表型的可能性。在这个模型中,体型在具有离散人口事件且竞争限制繁殖的种群中进化。使用了一个体型的基因型 - 表型图谱,它可以产生两种定性类型的显性相互作用(超显性与中间显性)。它被写成一个单基因座模型,有一个焦点基因座和总结其他基因座上等位基因效应的参数。出现了两种类型的进化稳定策略(ESS;连续稳定策略,CSS)。ESS 要么由(1)种群生态学产生;要么由(2)基因型 - 表型图谱的局部最大值产生。如果种群朝着第二种类型的 ESS 进化,预计会出现超显性杂合子,在这种情况下会发现接近最大的体型。当其他具有部分显性遗传的基因座也进化时,基因型 - 表型图谱中最大值的位置会反复变化。进化中的种群不太可能追踪这些变化;现在第二种类型的 ESS 充其量只是进化动力学的准稳态。考虑到其概率的限制,表型超显性模式预计很少见。

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