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The ADORA project investigates the mathematical modeling of biological systems, focusing on the dynamics of large groups of agents. It employs advanced mathematical techniques to analyze complex equations that describe behaviors in biology, aiming to enhance our understanding of various biological processes.
The understanding of spatial, social and dynamical organization of large numbers of agents is presently a fundamental issue in modern science. ADORA focuses on problems motivated by biology because, more than anywhere else, access to precise and many data has opened the route to novel and complex biomathematical models.
The problems we address are written in terms of nonlinear partial differential equations.
The flux-limited Keller-Segel system, the integrate-and-fire Fokker-Planck equation, ki…
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