Mini symposia
The mini symposia will take place from Wednesday to Friday. The list of abstracts can be found here.
Mini Symposium 1: Heterogeneous cell populations
Jules Guilberteau, Sorbonne Université
Long-time behavior of a phenotype-structured PDE with advection and non-local growth
Emma Leschiera, Sorbonne Université
Mathematical modelling of the CD8+T cell immune response to heterogeneous tumours
Mathieu Mezache, Institut Mathématiques de Marseille, CNRS
A bi-monomeric polymerisation/depolymerisation model to capture the oscillatory kinetics in prion dynamics.
Mini Symposium 2: Cell proliferation
Valeria Caliaro, Sorbonne Université
A 2D hybrid agent-based/continuum model for the regeneration of axolotl spinal cord
Mete Demircigil, Université Lyon 1
Aerotactic Waves in Dictyostelium discoideum : When Self-Generated Gradients engage with Expansion by Cell Division.
Sophie HECHT, INRIA Paris
On the modelling of the morphogenesis of bacteria micro-colony
Mini Symposium 3: Kinetic approaches in biological systems
Maria Caceres, University of Granada
The blow-up phenomenon and the “plateau” states for Nonlinear Noisy Leaky Integrate and Fire Neuronal Models
Michael Fischer, University of Vienna
Performance fluctuation in the ELO Rating, a kinetic approach
Maxime Herda, Inria Lille-Nord Europe
A Fokker-Planck approach to the study of robustness in gene expression
Hugo Martin, Inserm Unit 900, Institut Curie
Periodic asymptotic dynamics of the measure solutions to a growth-fragmentation equation in a critical case
Mini Symposium 4: Interacting systems
Cecilia Berardo, Helsinki University
Coevolution of a patient predator and its reckless prey
Samuel Bernard, University Claude Bernard, Lyon
Multiscale approaches for clock-driven cell population dynamics
Vasiliki Bitsouni, National and Kapodistrian University of Athens
Stationary aggregation and travelling wave patterns in heterogeneous cancer cell populations
Mini Symposium 5: Chemotaxis and collective cell behavior
Gissell Estrada Rodriguez, Sorbonne University
Treatment-induced shrinking of tumour aggregates.
Markus Schmidtchen, Technical University Dresden
On the Incompressible Limit for a Tumour Growth Model Incorporating Convective Effects
Ariane Trescases, Institut de mathématiques de Toulouse
Models for chemotaxis with local sensing
Havva Yoldaş, Institut Camille Jordan, Université Claude Bernard Lyon 1
Long-time behaviour of the run and tumble equation for chemotaxis
Mini Symposium 6: Collective dynamics
Pierre DEGOND, CNRS & Institut de Mathématiques de Toulouse
Collective dynamics and topology
Amic Frouvelle, Dauphine University Paris
Rigid body alignment : phase transition and links with quaternions and rodlike polymer suspensions.
Laura Kanzler, Sorbonne Université
Kinetic Modelling of Colonies of Myxobacteria