Mathematical Models in Biology and Related Applications of Partial Differential Equations

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 and mathematical analysis of biological phenomena or related domains. It aims at allowing the researchers and the students of Master’s degree level and talented undergraduate students to acquire a basic training in that field and to have an overview of what is the current research status of these types of problems.
This school will cover 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 and neurosciences. The main mathematical methods will concern the study of evolutionary partial differential equations, such as their large time behaviour, their links with microscopic or stochastic models, as well as numerical methods to approximate their solutions.
The school will be a very interesting thematic opening for the young researchers, and it will improve their mathematical skills and methods by training on current problems of mathematical importance. It will also be a tool of exchange between world-wide researchers in applied mathematics and Cuban and Caribbean researchers in theoretical biology and medicine.

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Le programme scientifique est disponible sur le site local de l'école :
https://cimpacuba2025.sciencesconf.org

Langue officielle de l'école : anglais