School of Mathematical Sciences, University of Southampton, Southampton, UK.
Institute for Life Sciences, University of Southampton, Southampton, UK.
J Math Biol. 2024 Mar 23;88(4):47. doi: 10.1007/s00285-024-02057-0.
To maintain renewing epithelial tissues in a healthy, homeostatic state, cell divisions and differentiation need to be tightly regulated. Mechanisms of homeostatic regulation often rely on crowding feedback control: cells are able to sense the cell density in their environment, via various molecular and mechanosensing pathways, and respond by adjusting division, differentiation, and cell state transitions appropriately. Here, we determine, via a mathematically rigorous framework, which general conditions for the crowding feedback regulation (i) must be minimally met, and (ii) are sufficient, to allow the maintenance of homeostasis in renewing tissues. We show that those conditions naturally allow for a degree of robustness toward disruption of regulation. Furthermore, intrinsic to this feedback regulation is that stem cell identity is established collectively by the cell population, not by individual cells, which implies the possibility of 'quasi-dedifferentiation', in which cells committed to differentiation may reacquire stem cell properties upon depletion of the stem cell pool. These findings can guide future experimental campaigns to identify specific crowding feedback mechanisms.
为了维持健康、稳态的更新上皮组织,细胞分裂和分化需要受到严格的调控。稳态调控的机制通常依赖于拥挤反馈控制:细胞能够通过各种分子和机械感应途径感知其环境中的细胞密度,并通过适当调整分裂、分化和细胞状态转变来做出反应。在这里,我们通过一个严格的数学框架来确定,拥挤反馈调节(i)必须满足的最小条件,以及(ii)足以允许更新组织维持稳态的条件。我们表明,这些条件自然允许对调节中断具有一定的鲁棒性。此外,这种反馈调节的内在特征是,干细胞特性是由细胞群体共同建立的,而不是由单个细胞建立的,这意味着存在“准去分化”的可能性,即分化细胞在耗尽干细胞池时可能重新获得干细胞特性。这些发现可以指导未来的实验活动,以确定特定的拥挤反馈机制。