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PAR 网络:打破对称系统中的冗余和鲁棒性。

The PAR network: redundancy and robustness in a symmetry-breaking system.

机构信息

Temasek Lifesciences Laboratory, National University of Singapore, , 1 Research Link, Singapore 117604, Republic of Singapore.

出版信息

Philos Trans R Soc Lond B Biol Sci. 2013 Sep 23;368(1629):20130010. doi: 10.1098/rstb.2013.0010. Print 2013.

Abstract

To become polarized, cells must first 'break symmetry'. Symmetry breaking is the process by which an unpolarized, symmetric cell develops a singularity, often at the cell periphery, that is used to develop a polarity axis. The Caenorhabditis elegans zygote breaks symmetry under the influence of the sperm-donated centrosome, which causes the PAR polarity regulators to sort into distinct anterior and posterior cortical domains. Modelling analyses have shown that cortical flows induced by the centrosome combined with antagonism between anterior and posterior PARs (mutual exclusion) are sufficient, in principle, to break symmetry, provided that anterior and posterior PAR activities are precisely balanced. Experimental evidence indicates, however, that the system is surprisingly robust to changes in cortical flows, mutual exclusion and PAR balance. We suggest that this robustness derives from redundant symmetry-breaking inputs that engage two positive feedback loops mediated by the anterior and posterior PAR proteins. In particular, the PAR-2 feedback loop stabilizes the polarized state by creating a domain where posterior PARs are immune to exclusion by anterior PARs. The two feedback loops in the PAR network share characteristics with the two feedback loops in the Cdc42 polarization network of Saccharomyces cerevisiae.

摘要

为了发生极化,细胞必须首先“打破对称”。对称破缺是指一个非极化的、对称的细胞发展出奇点的过程,这个奇点通常出现在细胞的边缘,用于形成极性轴。秀丽隐杆线虫的合子在精子捐献的中心体的影响下打破对称,这导致 PAR 极性调节剂在前后皮质域中分类。模型分析表明,由中心体诱导的皮质流动与前后 PAR 之间的拮抗作用(相互排斥)足以打破对称,只要前后 PAR 活性得到精确平衡。然而,实验证据表明,该系统对皮质流动、相互排斥和 PAR 平衡的变化具有惊人的稳健性。我们认为,这种稳健性源于通过前后 PAR 蛋白介导的两个正反馈环参与的冗余对称破缺输入。具体来说,PAR-2 反馈环通过创建一个后 PAR 免受前 PAR 排斥的区域来稳定极化状态。PAR 网络中的两个反馈环与酿酒酵母 Cdc42 极化网络中的两个反馈环具有相似的特征。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/b217/3785961/0f8e59152210/rstb20130010-g1.jpg

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