Research
Statistical Mechanics, Probability Theory, Mathematical Physics and their Applications.
The main subjects are:
- Non-equilibrium Statistical Mechanics and Interacting
Particle Systems
(e.g. duality, inclusion process, Fourier's law).
- Disordered Systems, namely systems on random spatial
structures with random interactions
(e.g. spin models on random graphs, spin glasses).
- Large Deviations and Rare Events
(e.g. importance sampling with cloning).
- Models for evolution, economicy and social sciences
(mathematical population genetics, portfolio optimization, stochastic processes on random graphs).