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模拟. 中的性别特异性交叉模式

Modelling Sex-Specific Crossover Patterning in .

机构信息

Institute of Biological, Environmental and Rural Sciences, Aberystwyth University, SY23 3EB, UK

Institut Jean-Pierre Bourgin, Institut National de la Recherche Agronomique, AgroParisTech, Centre National de la Recherche Scientifique, Université Paris-Saclay, 78000 Versailles, France.

出版信息

Genetics. 2019 Mar;211(3):847-859. doi: 10.1534/genetics.118.301838. Epub 2019 Jan 22.

Abstract

"Interference" is a major force governing the patterning of meiotic crossovers. A leading model describing how interference influences crossover patterning is the beam-film model, a mechanical model based on the accumulation and redistribution of crossover-promoting "stress" along the chromosome axis. We use the beam-film model in conjunction with a large reciprocal backcross data set to gain "mechanistic" insights into the differences between male and female meiosis, and crossover patterning. Beam-film modeling suggests that the underlying mechanics of crossover patterning and interference are identical in the two sexes, with the large difference in recombination rates and distributions able to be entirely explained by the shorter chromosome axes in females. The modeling supports previous indications that fewer crossovers occur via the class II pathway in female meiosis and that this could be explained by reduced DNA double-strand breaks in female meiosis, paralleling the observed reduction in synaptonemal complex length between the two sexes. We also demonstrate that changes in the strength of suppression of neighboring class I crossovers can have opposite effects on "effective" interference depending on the distance between two genetic intervals.

摘要

“干扰”是控制减数分裂交叉模式的主要力量。描述干扰如何影响交叉模式的一个主要模型是梁膜模型,这是一种基于沿染色体轴积累和重新分配交叉促进“压力”的机械模型。我们使用梁膜模型和一个大型相互回交数据集,从“机制”上深入了解雄性和雌性减数分裂以及交叉模式的差异。梁膜建模表明,两种性别中交叉模式和干扰的潜在力学机制是相同的,重组率和分布的巨大差异可以完全用雌性中较短的染色体轴来解释。该模型支持先前的研究结果,即雌性减数分裂中通过 II 类途径发生的交叉较少,这可以通过雌性减数分裂中 DNA 双链断裂减少来解释,与观察到的两种性别间联会复合体长度的减少相平行。我们还表明,抑制相邻 I 类交叉的强度变化可以根据两个遗传间隔之间的距离对“有效”干扰产生相反的影响。

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