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样本杂合性的方差。

The variance of sample heterozygosity.

作者信息

Weir B S, Reynolds J, Dodds K G

机构信息

Department of Statistics, North Carolina State University, Raleigh 27695-8203.

出版信息

Theor Popul Biol. 1990 Feb;37(1):235-53. doi: 10.1016/0040-5809(90)90038-w.

Abstract

The variance of sample heterozygosity, averaged over several loci, is studied in a variety of situations. The variance depends on the sampling implicit in the mating system as well as on that explicit in the loci scored and individuals sampled. There are also effects of allelic distributions over loci and of linkage or linkage disequilibrium between pairs of loci. Results are obtained for populations in drift and mutation balance, for infinite populations undergoing mixed self and random mating, and for finite monoecious populations with or without selfing. For unlinked loci in drift/mutation balance, variances appear to be lessened more by increasing the number of loci scored than by increasing the number of individuals sampled. For infinite populations under the mixed self and random mating system, however, the reverse is true. Methods for estimating the variance of sample heterozygosity are discussed, with attention being paid to unbalanced data where not all loci are scored in all individuals.

摘要

在多种情况下,研究了多个基因座上样本杂合度的方差。该方差既取决于交配系统中隐含的抽样,也取决于所计分的基因座和所抽样个体中明确的抽样。基因座上等位基因分布以及基因座对之间的连锁或连锁不平衡也会产生影响。得到了处于漂变和突变平衡状态的种群、进行混合自交和随机交配的无限种群以及有自交或无自交的有限雌雄同体种群的结果。对于处于漂变/突变平衡状态的不连锁基因座,增加计分基因座的数量似乎比增加抽样个体的数量更能降低方差。然而,对于混合自交和随机交配系统下的无限种群,情况则相反。讨论了估计样本杂合度方差的方法,特别关注了不平衡数据,即并非所有个体都对所有基因座进行计分的情况。

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