论文标题
Wright-Fisher种群遗传学模型的平衡
Equilibrium in Wright-Fisher models of population genetics
论文作者
论文摘要
对于种群遗传学中的多变量赖特 - 法派模型，我们引入了平衡状态，与传统所使用的波动相反，以随机过程的当前价值与其平衡值之间的差异表示，以概率比的波动表示。然后将基因频率动态过程的漂移成分（主要表示为两种二次形式的比率）转化为具有一定归一化因子的立方抛物线。
For multivariant Wright-Fisher models in population genetics, we introduce equilibrium states, expressed by fluctuations of probability ratio, in contrast to the traditionally used fluctuations, expressed by the difference between the current value of the random process and its equilibrium value. Then the drift component of the dynamic process of gene frequencies, primarily expressed as a ratio of two quadratic forms, is transformed into a cubic parabola with a certain normalization factor.
