Unidad de Investigación, Hospital Universitario Nuestra Señora de Candelaria, 38010 Santa Cruz de Tenerife, Spain.
Instituto de Tecnologías Biomédicas, Universidad de la Laguna, 38200 Tenerife, Spain.
Genes (Basel). 2020 Dec 12;11(12):1498. doi: 10.3390/genes11121498.
Joint molecules (JMs) are intermediates of homologous recombination (HR). JMs rejoin sister or homolog chromosomes and must be removed timely to allow segregation in anaphase. Current models pinpoint Holliday junctions (HJs) as a central JM. The canonical HJ (cHJ) is a four-way DNA that needs specialized nucleases, a.k.a. resolvases, to resolve into two DNA molecules. Alternatively, a helicase-topoisomerase complex can deal with pairs of cHJs in the dissolution pathway. Aside from cHJs, HJs with a nick at the junction (nicked HJ; nHJ) can be found in vivo and are extremely good substrates for resolvases in vitro. Despite these findings, nHJs have been neglected as intermediates in HR models. Here, I present a conceptual study on the implications of nicks and nHJs in the final steps of HR. I address this from a biophysical, biochemical, topological, and genetic point of view. My conclusion is that they ease the elimination of JMs while giving genetic directionality to the final products. Additionally, I present an alternative view of the dissolution pathway since the nHJ that results from the second end capture predicts a cross-join isomerization. Finally, I propose that this isomerization nicely explains the strict crossover preference observed in synaptonemal-stabilized JMs in meiosis.
连接分子 (JMs) 是同源重组 (HR) 的中间体。JMs 连接姐妹或同源染色体,必须及时去除,以允许后期分离。当前的模型将霍利迪接头 (HJs) 确定为中央 JM。典型的 HJ (cHJ) 是一种四链 DNA,需要专门的核酸酶,即 resolvases,才能解析成两个 DNA 分子。或者,解旋酶-拓扑异构酶复合物可以在溶解途径中处理成对的 cHJs。除了 cHJs,在体内还可以发现连接点有缺口的 HJs (nicked HJ; nHJ),并且在体外是 resolvases 的极好底物。尽管有这些发现,但 nHJs 作为 HR 模型中的中间体仍被忽视。在这里,我提出了一个关于 nicks 和 nHJs 在 HR 最终步骤中的意义的概念性研究。我从生物物理、生化、拓扑和遗传的角度来解决这个问题。我的结论是,它们在消除 JMs 的同时,为最终产物提供了遗传方向性。此外,我还提出了一种替代的溶解途径观点,因为第二个末端捕获产生的 nHJ 预测了交叉连接异构化。最后,我提出这种异构化很好地解释了在减数分裂中 synaptonemal 稳定的 JMs 中观察到的严格交叉偏好。