Department of Pharmacology and Cancer Biology, Duke University Medical Center, Durham, NC 27710, USA.
Cell. 2012 Apr 13;149(2):322-33. doi: 10.1016/j.cell.2012.03.012.
Many cells undergo symmetry-breaking polarization toward a randomly oriented "front" in the absence of spatial cues. In budding yeast, such polarization involves a positive feedback loop that enables amplification of stochastically arising clusters of polarity factors. Previous mathematical modeling suggested that, if more than one cluster were amplified, the clusters would compete for limiting resources and the largest would "win," explaining why yeast cells always make one and only one bud. Here, using imaging with improved spatiotemporal resolution, we show the transient coexistence of multiple clusters during polarity establishment, as predicted by the model. Unexpectedly, we also find that initial polarity factor clustering is oscillatory, revealing the presence of a negative feedback loop that disperses the factors. Mathematical modeling predicts that negative feedback would confer robustness to the polarity circuit and make the kinetics of competition between polarity factor clusters relatively insensitive to polarity factor concentration. These predictions are confirmed experimentally.
许多细胞在没有空间线索的情况下,会朝着随机方向的“前端”进行对称性破缺极化。在出芽酵母中,这种极化涉及正反馈回路,使随机出现的极性因子簇得以放大。先前的数学模型表明,如果多个簇被放大,那么这些簇将为有限的资源而竞争,最大的簇将“获胜”,这解释了为什么酵母细胞总是只形成一个芽。在这里,我们使用改进的时空分辨率成像技术,显示了在极性建立过程中多个簇的短暂共存,这与模型的预测一致。出乎意料的是,我们还发现初始极性因子聚类是振荡的,这表明存在负反馈回路,会使因子分散。数学模型预测,负反馈将使极性电路具有鲁棒性,并使极性因子簇之间竞争的动力学对极性因子浓度相对不敏感。这些预测得到了实验的证实。