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SUMMARY:Some mathematical models for cell migration
DTSTART:20250513T120000Z
DTEND:20250513T130000Z
DTSTAMP:20260421T194300Z
UID:indico-event-13650@indico.math.cnrs.fr
DESCRIPTION:Speakers: Florence Hubert\n\nCell migration is a complex biolo
 gical phenomenon playing an importantrole in many processes such as embryo
 genesis\, but also in the development of pathologies such as cancer. The m
 ain driver of the motility is the actin network\, the dynamics of which is
  regulated by many proteins. Mathematical models have been developped in t
 he last decades to better understand this complexity. One of the difficult
 y leads on the representation of this moving domain. Several approaches ha
 ve been proposed: Lagrangian Markers Cells [Edelstein-Kechet et al. (2011)
 ]\, Level-set methods [Tesson et al. (2020)] or phase fields models [Ziebe
 rt-Aronson (2011)]. We propose in this talk to illustrate these methods wi
 th two biological issues. In the first one\, we will model the impact of t
 he microtubules on the process using the level set method. In the second o
 ne\, we will use phase field models to explain atypical cases of adhesive 
 haptotaxis [Luo et al (2020)]\, [Seveau Phd (2022)].\n\nhttps://indico.mat
 h.cnrs.fr/event/13650/
LOCATION:Fokko du Cloux (Bâtiment Braconnier\, La Doua)
URL:https://indico.math.cnrs.fr/event/13650/
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