Department of Agronomy, University of California, Davis.
Theor Appl Genet. 1968 Jun;38(6):232-42. doi: 10.1007/BF01245623.
The joint effects of linkage, inbreeding, and drift due to finite population size were investigated in terms of population changes under selection involving gene interaction. Six-locus models with the same amount of recombination between adjacent pairs of loci, mixed selfing and random mating, and selection of basically three forms (heterotic, optimizing and mixed optimum-heterotic) were used for Monte Carlo simulation. The results were primarily described in terms of certain measures of gene dispersion, genetic variability, gametic unbalance (linkage disequilibrium) and the approach to stable gene frequency equilibria. Under both cumulative and diminutive heterosis models, a steady state with polymorphisms could be attained with random gene dispersion being small and different replicate populations evolved high degrees of gametic unbalance in the direction of excess of either coupling or repulsion phase linkages depending on the random drift in gene frequencies. Under optimum models, on the other hand, all populations approached steady decay toward fixation at all loci although gene dispersion was governed by rather complex interactions between the parameters of selfing, linkage and selection intensity. Gene dispersion was not necessarily proportionately greater with the higher levels of inbreeding. An excess of repulsion linkages with mean population fitness approaching unity was noted in all runs with the optimum models, more so with tight linkage and heavy inbreeding. Any asymmetry in the sense of selection favoring one or the other allele tends to reinforce gene fixation particularly under inbreeding. Heterozygote advantage, on the other hand, seemed to play a relatively greater role under inbreeding in terms of retaining heterozygosity. Mixed optimum-heterotic models provide a favorable compromise between these conflicting attributes of multilocus systems in terms of the maintenance of polymorphisms and the maximization of fitness in relation to certain optimal linked gene complexes. In general, for moderate to large population size these results are, as expected, in line with those reported previously for two-locus deterministic models.
由于有限群体大小导致的连锁、近交和漂变的联合效应,在涉及基因相互作用的选择下,对种群变化进行了研究。使用具有相同相邻对间重组量、混合自交和随机交配的六基因座模型,以及基本三种选择形式(杂种优势、优化和混合最优杂种优势)进行蒙特卡罗模拟。结果主要用某些基因分散度、遗传变异性、配子不平衡(连锁不平衡)和稳定基因频率平衡的方法来描述。在累积和微小杂种优势模型下,随机基因分散度较小,不同重复种群的配子不平衡朝着多余的连锁相位连接(耦合或排斥)的方向进化,具有稳定多态性的稳定状态可以实现,这取决于基因频率的随机漂变。另一方面,在最优模型下,尽管基因分散度受到自交、连锁和选择强度参数之间复杂的相互作用的控制,但所有种群都朝着所有基因座固定的稳定衰减方向进化,尽管基因分散度受到自交、连锁和选择强度参数之间复杂的相互作用的控制。随着近交程度的提高,基因分散度不一定按比例增加。在所有使用最优模型的运行中,都观察到排斥连锁的过剩,平均种群适合度接近 1,在紧密连锁和重近亲繁殖的情况下更为明显。任何有利于一个或另一个等位基因的选择不对称性都倾向于加强基因固定,特别是在近亲繁殖的情况下。另一方面,杂合优势在近亲繁殖中,根据保持杂合性和最大限度地提高与某些最优连锁基因复合物相关的适合度方面,似乎发挥了相对更大的作用。总的来说,对于中等至大的群体大小,这些结果与以前报告的双基因座确定性模型的结果一致。