A mathematical problem in population genetics
A mathematical problem in population genetics
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DOI：
10.1017/s0305004100035635
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发表时间：
1961-07
影响因子：
0.8
通讯作者：
J. Kingman
中科院分区：
文献类型：
--
作者：
J. Kingman
一个不同基因型具有不同生存力的遗传种群，通过选择，其遗传结构将发生变化，这种变化可以用简单的数学形式表示。我们考虑一个由m个等位基因A1，A2，.，Am组成的系统，在一个位点上分离，我们假设基因型AiAj具有生存力aij，其中aij = aji ≥ 0。我们假设离散的，不重叠的世代和随机交配。
A genetical population in which different genotypes have different viabilities will undergo, by selection, changes in its genetical constitution which can be expressed in a simple mathematical form. We here consider a system of m alleles A1, A2, …, Am segregating at one locus, and we assume that the genotype AiAj has viability aij, where aij = aji ≥ 0. We assume discrete, non-overlapping generations and random mating.