INTERNATIONAL SCHOOL OF MULTISCALE MATHEMATICAL MODELS FOR MULTI-AGENT SYSTEMS 

The School focuses primarily on the various approaches proposed in the literature for the mathematical modeling, analysis, and description of systems, both microscopic and macroscopic, relevant to the study of various problems in multi-agent systems. During their research, the proponents have developed and applied a broad range of mathematical techniques, from functional analysis to operator theory, from statistical techniques to probability theory, to the modeling and analysis of multi-agent systems, becoming internationally recognized figures in their research fields. The School's goal is to leverage the network built over the years to engage world-renowned experts and propose events focused on various specific aspects of physics or mathematics of particular interest, always focusing on topics consistent with multiscale approaches to multi-agent systems that require a multiscale description. Some examples of such events include:

1) Mathematical and physical aspects of graphene and other new 2D materials 

2)Mathematical methods and approaches for multi-agent systems 

3) Quantum ideas outside microscopic world 

4) Mathematical aspects of gain and loss systems 

5) Classical and quantum transport systems 

6) Pseudo-Hermitian quantum mechanics 

7) Econophysics modeling of financial markets 

8) Heterogeneous Agents in Financial Markets 

9) Trails in Quantum Mechanics and Surroundings.