Department of Molecular Biology, School of Biological Sciences, University of California, San Diego, La Jolla, CA 92093, USA.
Department of Molecular Biology, School of Biological Sciences, University of California, San Diego, La Jolla, CA 92093, USA.
Cell Syst. 2024 Aug 21;15(8):738-752.e5. doi: 10.1016/j.cels.2024.07.007.
Cellular longevity is regulated by both genetic and environmental factors. However, the interactions of these factors in the context of aging remain largely unclear. Here, we formulate a mathematical model for dynamic glucose modulation of a core gene circuit in yeast aging, which not only guided the design of pro-longevity interventions but also revealed the theoretical principles underlying these interventions. We introduce the dynamical systems theory to capture two general means for promoting longevity-the creation of a stable fixed point in the "healthy" state of the cell and the "dynamic stabilization" of the system around this healthy state through environmental oscillations. Guided by the model, we investigate how both of these can be experimentally realized by dynamically modulating environmental glucose levels. The results establish a paradigm for theoretically analyzing the trajectories and perturbations of aging that can be generalized to aging processes in diverse cell types and organisms.
细胞的寿命受到遗传和环境因素的共同调控。然而,这些因素在衰老背景下的相互作用在很大程度上仍不清楚。在这里,我们构建了一个数学模型,用于动态调节酵母衰老过程中核心基因回路的葡萄糖水平,该模型不仅指导了延长寿命干预措施的设计,还揭示了这些干预措施的理论基础。我们引入了动态系统理论来捕捉两种促进长寿的一般方法——在细胞的“健康”状态下创建一个稳定的平衡点,以及通过环境波动使系统围绕这个健康状态“动态稳定”。在模型的指导下,我们研究了如何通过动态调节环境葡萄糖水平来在实验上实现这两种方法。研究结果为理论分析衰老的轨迹和干扰提供了范例,该范例可以推广到不同细胞类型和生物体的衰老过程中。