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由交配和突变系统的不同公式所确定的等位基因的联合频率。

Joint frequencies of alleles determined by separate formulations for the mating and mutation systems.

作者信息

Tachida H

出版信息

Genetics. 1985 Dec;111(4):963-74. doi: 10.1093/genetics/111.4.963.

Abstract

A method to calculate joint gene frequencies, which are the probabilities that two neutral genes taken at random from a population have certain allelic states, is developed taking into account the effects of the mating system and the mutation scheme. We assume that the mutation rates are constant in the population and that the mating system does not depend on allelic states. Under either--the condition that mutation rates are symmetric or that the mating unit is large and the mutation rate is small--the general formula is represented by two terms, one for the mating system and the other for the mutation scheme. The term for the mating system is expressed using the coancestry coefficient in the infinite allele model, and the term for the mutation scheme is a function of the eigenvalues and the eigenvectors of the mutation matrix. Several examples are presented as applications of the method, including homozygosity in a stepping-stone model with a symmetric mutation scheme.

摘要

考虑到交配系统和突变模式的影响,开发了一种计算联合基因频率的方法,联合基因频率是指从种群中随机选取的两个中性基因具有特定等位基因状态的概率。我们假设种群中的突变率是恒定的,并且交配系统不依赖于等位基因状态。在突变率对称或交配单位大且突变率小的条件下,通用公式由两项表示,一项用于交配系统,另一项用于突变模式。用于交配系统的项使用无限等位基因模型中的共祖系数来表示,用于突变模式的项是突变矩阵的特征值和特征向量的函数。作为该方法的应用,给出了几个例子,包括具有对称突变模式的踏脚石模型中的纯合性。

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本文引用的文献

1
THE NUMBER OF ALLELES THAT CAN BE MAINTAINED IN A FINITE POPULATION.
Genetics. 1964 Apr;49(4):725-38. doi: 10.1093/genetics/49.4.725.
2
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