A first line consists of the development of approximate but systematically improvable methods for solving problems with a large number of strongly interacting degrees of freedom both in equilibrium and out of equilibrium. In recent years, the work has been oriented to the study of the role of conformal invariance in critical phenomena. A second line consists of the study of the behavior of strong nuclear interactions at arbitrary distances by means of the perturbative or semi-perturbative use of the Curci-Ferrari model.
Working area
My general area of research is field theory and its applications to both condensed matter physics and Quantum Chromodynamics, which is the microscopic theory describing strong nuclear interactions.