Havana (Cuba), from 9th June 2025 to 20th June 2025

Mathematical modelling in biology and related domains is becoming of increasing importance in the mathematical community as well as for biologists, physicians, engineers in environmental science from the point of view of possible applications. The recent progress in the development and the analysis of these mathematical models have to be shared with Cuba and other countries of the Caribbean area.

The school aims at presenting some of the current approaches in PDE modelling biological phenomena or related domains by covering a wide class of models and applications including dynamics of intracellular and extracellular phenomena, neuronal networks, pattern formation, chemotaxis and their implications in developmental biology, epidemiology or neurosciences. 

Main courses of the school:

1. Diffusion phenomena in Mathematical Biology, by Henri Berestycki (Paris EHESS),
2. Transport phenomena in Mathematical Biology, by Emeric Bouin (Paris Dauphine),
3. Simulation and numerical treatment of PDEs in Biology, by DIane Peurichard (INRIA Paris), 
4. Mathematical models in Neurobiology, by Maria-José Caceres (Granada),
5. Singular limits in the mechanical modelling of tumour growth, by Noemi David (Lyon),
6. Mathematical models in population dynamics: applications in agroecology, by Nicolas Vauchelet (Paris Nord)

Stéphane Mischler (Paris)

Mariano Rodriguez Ricard (Havana)

Valentina Badia Albanés (Havana)

Émeric Bouin (Paris)

Giani Egana Fernandez (Havana) 

Celia Gonzalez Gonzalez (Havana)

Laura Kanzler (Paris)

Aymée Marrero (Havana)

Ivan Moyano (Nice)

Julian Sarria Gonzalez (Havana)