Dynamical landscapes of cell fate decisions

M. Sáez, J. Briscoe, D. A. Rand

Producció científica: Article en revista indexadaArticle de revisió (sistemàtica)Avaluat per experts

18 Cites (Scopus)

Resum

The generation of cellular diversity during development involves differentiating cells transitioning between discrete cell states. In the 1940s, the developmental biologist Conrad Waddington introduced a landscape metaphor to describe this process. The developmental path of a cell was pictured as a ball rolling through a terrain of branching valleys with cell fate decisions represented by the branch points at which the ball decides between one of two available valleys. Here we discuss progress in constructing quantitative dynamical models inspired by this view of cellular differentiation. We describe a framework based on catastrophe theory and dynamical systems methods that provides the foundations for quantitative geometric models of cellular differentiation. These models can be fit to experimental data and used to make quantitative predictions about cellular differentiation. The theory indicates that cell fate decisions can be described by a small number of decision structures, such that there are only two distinct ways in which cells make a binary choice between one of two fates. We discuss the biological relevance of these mechanisms and suggest the approach is broadly applicable for the quantitative analysis of differentiation dynamics and for determining principles of developmental decisions.

Idioma originalAnglès
Número d’article20220002
RevistaInterface Focus
Volum12
Número4
DOIs
Estat de la publicacióPublicada - 6 d’ag. 2022

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