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一种从 F2 数据估算重组率和连锁强度的简单方法:从小麦和其他自花授粉的二倍体植物物种得到的例子。

A simple method for estimating recombination percentages and linkage intensities from F2 data: examples from Triticum monococcum and other self-fertilizing diploid plant species.

机构信息

Department of Genetics, University of Alberta, T6G 2E9, Edmonton, Alberta, Canada.

出版信息

Theor Appl Genet. 1984 May;68(1-2):61-7. doi: 10.1007/BF00252313.

DOI:10.1007/BF00252313
PMID:24258944
Abstract

We offer an alternative approach to the extensively used maximum likelihood and product methods for calculating recombination values and linkage intensities from F2 data. This new method which we designate as the square root approach is simpler than the ones in current use in that it obviates the need for formulae and tables. It can be applied to autosomal F2 data from F1's heterozygous in both the coupling and repulsion phases. It has greater applicability than the product method in that it can be used in all cases involving 2-, 3-, 4-, 6- and 9-class segregations regardless whether gene interaction occurs or not, provided the double recessive and other specific phenotypes are each determined by one particular genotype. The proposed method is based on the same well established genetic facts as the other two approaches. Percent recombinant gametes and therefore percent recombination are calculated by deriving the square root of the proportion of the F2 population that expresses the double recessive or equivalent phenotype. The recombination values obtained by our method are compared with those derived by product method for 17 crosses in 7 different species and were found to be insignificantly different from the latter. The advantages and disadvantages of the square root method compared with the two most used ones are discussed.

摘要

我们提供了一种替代广泛使用的最大似然和乘积方法的方法,用于从 F2 数据计算重组值和连锁强度。这种新方法我们称为平方根方法,比目前使用的方法更简单,因为它不需要公式和表格。它可以应用于来自 F1 在连锁和相斥阶段均为杂合的自染色体 F2 数据。它比乘积方法具有更大的适用性,因为它可以用于所有涉及 2、3、4、6 和 9 类分离的情况,无论是否发生基因相互作用,只要双隐性和其他特定表型各自由一个特定基因型决定。所提出的方法基于与其他两种方法相同的可靠遗传事实。通过推导表达双隐性或等效表型的 F2 群体的比例的平方根来计算重组配子的百分比,从而计算重组率。我们的方法得到的重组值与乘积方法在 7 个不同物种的 17 个杂交中得到的重组值进行了比较,发现与后者没有显著差异。讨论了与两种最常用方法相比,平方根方法的优缺点。

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本文引用的文献

1
RANDOM SEGREGATION VERSUS COUPLING IN MENDELIAN INHERITANCE.孟德尔遗传中的随机分离与相引组
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The Detection of Linkage in Tetrad Analysis.四分子分析中的连锁检测
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