Tai J J
Institute of Statistical Science, Academia Sinica, Taipei, Taiwan, Republic of China.
Proc Natl Sci Counc Repub China B. 1990 Apr;14(2):122-9.
A random mating population attains equilibrium by the Hardy-Weinberg law. By demonstrating some simple examples for 2-allele loci, Li (1988) showed that a nonrandom mating population of certain mating patterns may also attain equilibrium. He called such a type of population a pseudo-random mating population. Tai (1990), then, gave a generalized representation of these pseudo-random mating systems. In this paper the clear patterns of pseudo-random mating behavior for a 3-allele locus are derived. Both autosomal and sex-linked systems are discussed. The study of these mating patterns provides a way to understand the complicated mating system of a population, which usually is only with difficulty realized through sampled individuals from that population.
一个随机交配群体通过哈迪 - 温伯格定律达到平衡。通过展示一些双等位基因位点的简单例子，李（1988年）表明，具有某些交配模式的非随机交配群体也可能达到平衡。他将这种类型的群体称为伪随机交配群体。随后，戴（1990年）给出了这些伪随机交配系统的广义表示。本文推导了三等位基因位点的伪随机交配行为的清晰模式。同时讨论了常染色体和性连锁系统。对这些交配模式的研究提供了一种理解群体复杂交配系统的方法，而这通常很难通过从该群体中抽样的个体来实现。
