Van Dooren T J
Department of Biology, University of Antwerp, Universiteitsplein 1, Antwerp (Wilrijk), B-2610, Belgium.
J Theor Biol. 1999 Jun 21;198(4):519-32. doi: 10.1006/jtbi.1999.0929.
An "adaptive dynamics" modelling approach to the evolution of dominance-recessivity is presented. In this approach, fitness derives from an explicit ecological scenario, and both evolutionary attractivity and invasibility of resident populations are examined. The ecology consists of a within-individual part representing a locus with regulated activity and a between-individual part that is a two-patch soft selection model. Evolutionary freedom is allowed at a single locus. The evolutionary analysis considers directed random walks on trait space, generated by repeated invasions of mutants. The phenotype of an individual is determined by allelic parameters. Mutations can have two effects: they either affect the affinity of the promoter sequence for transcription factors, or they affect the gene product. The dominance interaction between alleles derives from their promoter affinities. Additive genetics is evolutionarily unstable when selection and evolution maintain two alleles in the population. In such a situation, dominance interactions can become stationary and close to additive genetics or they continue to evolve at a very slow pace towards dominance-recessivity. The probability that a specific dominance interaction will evolve depends on the relative mutation rate of promoter compared to gene product and the distribution of mutational effect sizes. Either allele in the dimorphism can become dominant, and dominance-recessivity is always most likely to evolve. Evolution then approaches a population state where every phenotype has maximum viability in one of the two patches. When the within-individual part is replaced by a housekeeping locus that codes for a metabolic enzyme, evolution favours a population of two alleles under the same conditions as for a regulated locus. In the case of a housekeeping gene, however, the evolutionary dynamical system approaches a population state where the heterozygote and only one homozygote phenotype are equivalent to the optimum phenotypes in the two patches.
本文提出了一种关于显性-隐性进化的“适应性动力学”建模方法。在这种方法中,适合度源自一个明确的生态场景,并且对本地种群的进化吸引力和入侵性都进行了研究。生态系统由一个代表具有调节活性位点的个体内部部分和一个双斑块软选择模型的个体间部分组成。在单个位点允许进化自由度。进化分析考虑了由突变体的反复入侵在性状空间上产生的定向随机游走。个体的表型由等位基因参数决定。突变可以有两种效应:它们要么影响启动子序列对转录因子的亲和力,要么影响基因产物。等位基因之间的显性相互作用源自它们的启动子亲和力。当选择和进化在种群中维持两个等位基因时,加性遗传在进化上是不稳定的。在这种情况下,显性相互作用可以变得稳定并接近加性遗传,或者它们继续以非常缓慢的速度朝着显性-隐性进化。特定显性相互作用进化的概率取决于启动子相对于基因产物的相对突变率以及突变效应大小的分布。二态性中的任何一个等位基因都可以成为显性,并且显性-隐性总是最有可能进化。然后进化趋近于一种种群状态,其中每个表型在两个斑块之一中具有最大生存力。当个体内部部分被编码代谢酶的管家基因座取代时,在与调节基因座相同的条件下,进化有利于两个等位基因的种群。然而,在管家基因的情况下,进化动力系统趋近于一种种群状态,其中杂合子和仅一种纯合子表型等同于两个斑块中的最优表型。