Critical Phenomena

Criticality in Number Theoretical Systems
We make use of the Statistical Physics formalism to investigate the onset of phase transitions and criticality in number theoretic systems, i.e. systems whose elements are integers which interact according to arithmetic properties.

Phase transitions in random field models
We investigate the emergence of criticality and possible violations of the fluctuation-dissipation theorem in a Ginzburg-Landau model with additive quenched noise

Jamming transition
We investigate the emergence of a jamming phase transition in an air transportation model, where the overall delay predictability is minimal close to the critical point that underpins the jamming transition.