mean-field models, optimal control and Applications in economics and social sciences

This workshop explores recent advances in Mean-Field Models and Optimal Control, with a focus on their formulation through Partial Differential Equations. Topics include Transport and Continuity Equations, Conservation Laws, and Mean-Field Games in both deterministic and stochastic settings. Among applications to economics and social sciences, those related to Opinion Dynamics, Urban Planning, Resource Allocation, Financial Markets, Traffic Models and Collective Behaviour will be particularly relevant. The event aims to foster scientific exchange among senior and young researchers working on Mathematical Analysis, Control Theory, Probability, and Computational Modelling. 

The workshop will take place over three days, each consisting of a full program of talks, discussions and breaks. There will be invited speakers and short communications (see the Registration section).

SCIENTIFIC COMMITTEE: 

• Fabio Bagagiolo (University of Trento, Italy);

• Diogo Gomes (King Abdullah University of Science and Technology, Saudi Arabia);

• Fausto Gozzi (LUISS Guido Carli, Italy);

• Alessio Porretta (University of Rome "Tor Vergata", Italy);

• Pedro Aceves Sanchez (The University of Arizona, USA).

ORGANIZING COMMITTEE:

• Fabio Bagagiolo (University of Trento, Italy);

• Rossana Capuani (The University of Arizona, USA);

• Luciano Marzufero (Free University of Bozen-Bolzano, Italy);

• Pedro Aceves Sanchez (The University of Arizona, USA);

• Michele Ricciardi (University of Pavia, Italy).

Contact:  luciano.marzufero@unibz.it; rossanacapuani@math.arizona.edu

Registration is open