A note on Hilbert 16th problem

Autor/a

Gasull, Armengol ORCID

Santana, Paulo

Data de publicació

2024-12-17



Resum

The position of cells during development is constantly subject to noise, i.e. cell-level noise. We do not yet fully understand how cell-level noise coming from processes such as cell division or movement leads to morphological noise, i.e. morphological differences between genetically identical individuals developing in the same environment. To address this question we constructed a large ensemble of random genetic networks regulating cell behaviors (contraction, adhesion, etc.) and cell signaling. We simulated them with a general computational model of development, EmbryoMaker. We identified and studied the dynamics, under cell-level noise, of those networks that lead to the development of animal-like morphologies from simple blastula-like initial conditions. We found that growth by cell division is a major contributor to morphological noise. Self-activating gene network loops also amplified cell-level noise into morphological noise while long-range signaling and epithelial stiffness tended to reduce morphological noise.

Tipus de document

Article

Versió del document

Versió acceptada

Llengua

Anglès

Matèries CDU

51 - Matemàtiques

Paraules clau

Hilbert 16th problem; Limit cycles; Structurally stable vector fields

Pàgines

9 p.

Publicat per

American Mathematical Society

És versió de

Proceedings of the American Mathematical Society

Documents

A note on Hilbert 16th problem.pdf

164.8Kb

 

Drets

Attribution-NonCommercial-NoDerivatives 4.0 International

Attribution-NonCommercial-NoDerivatives 4.0 International

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