Yamazaki T
Genetics. 1977 May;86(1):227-36. doi: 10.1093/genetics/86.1.227.
Computer simulations were performed with overdominant muliple alleles among tightly linked multiple loci under a multiplicative fitness model. The quantity chi2/N (n--1) was introduced as a new measure of linkage disequilibrium which, unlike previously available measures, can be applied to multiple allele models, where N is the sample size, and n is the number of alleles at the locus possessing fewest alleles. Simulations showed that (1) With multiple (three or four) alleles, the approach to stable disequilibrium is slower and the amount of disequilibrium established is weaker than in a two allele system. (2) The number of complementary chromosomes is a function of number of alleles and of population size. (3) As population size increases, the rate of the approach to stable disequilibrium is slower. (4) There is an optimum selection coefficient which minimizes the transient fixation probability of alleles when linkage is present. (5) The absence of linkage disequilibrium is in most cases not a practical method of testing the hypothesis of balancing selection of genetic polymorphisms because it depends strongly on population size in determining linkage disequilibria.
在乘法适合度模型下,对紧密连锁的多个位点中的超显性复等位基因进行了计算机模拟。引入了χ2/N (n - 1) 作为连锁不平衡的一种新度量,与先前可用的度量不同,它可应用于复等位基因模型,其中N是样本大小,n是具有最少等位基因的位点上等位基因的数量。模拟结果表明:(1) 对于多个(三个或四个)等位基因,达到稳定不平衡的过程比双等位基因系统更慢,且建立的不平衡程度更弱。(2) 互补染色体的数量是等位基因数量和种群大小的函数。(3) 随着种群大小增加,达到稳定不平衡的速率更慢。(4) 存在一个最佳选择系数,当存在连锁时,该系数可使等位基因的瞬时固定概率最小化。(5) 在大多数情况下,不存在连锁不平衡并不是检验遗传多态性平衡选择假设的实用方法,因为在确定连锁不平衡时它强烈依赖于种群大小。