| Literature DB >> 35562852 |
Anaïs Bailles1, Emily W Gehrels2, Thomas Lecuit2,3.
Abstract
Patterns are ubiquitous in living systems and underlie the dynamic organization of cells, tissues, and embryos. Mathematical frameworks have been devised to account for the self-organization of biological patterns, most famously the Turing framework. Patterns can be defined in space, for example, to form stripes; in time, such as during oscillations; or both, to form traveling waves. The formation of these patterns can have different origins: purely chemical, purely mechanical, or a combination of the two. Beyond the variety of molecular implementations of such patterns, we emphasize the unitary principles associated with them, across scales in space and time, within a general mechanochemical framework. We illustrate where such mechanisms of pattern formation arise in biological systems from cellular to tissue scales, with an emphasis on morphogenesis. Our goal is to convey a picture of pattern formation that draws attention to the principles rather than solely to specific molecular mechanisms.Entities:
Keywords: Turing pattern; excitability; mechanochemical processes; morphogenesis; oscillations; patterns
Mesh:
Year: 2022 PMID: 35562852 DOI: 10.1146/annurev-cellbio-120420-095337
Source DB: PubMed Journal: Annu Rev Cell Dev Biol ISSN: 1081-0706 Impact factor: 11.902