A generalised time reversal symmetry for systems subject to a constant magnetic field is
introduced, based on the analogy between the evolution equations of these systems and …

While entropy changes are the usual subject of fluctuation theorems, we seek fluctuation
relations involving time-symmetric quantities, namely observables that do not change sign if …

The validity of the fluctuation relations (FRs) for systems in a constant magnetic field is
investigated. Recently introduced time-reversal symmetries that hold in the presence of …

Stochastic particle-based models are useful tools for describing the collective movement of
large crowds of pedestrians in crowded confined environments. Using descriptions based …

The dynamics of Kuramoto oscillators is investigated in terms of the exact response theory
based on the Dissipation Function, which has been introduced in the field of nonequilibrium …

We provide a physical interpretation of the first and second order terms occurring in Ruelle's
response formalism. We show that entropy fluxes play a major role in determining the …

We extend to quantum mechanical systems results previously obtained for classical
mechanical systems, concerning time reversibility in presence of a magnetic field. As in the …

Mathematical relations concerning particle systems require knowledge of the applicability
conditions to become physically relevant and not merely formal. We illustrate this fact …

N point particles move within a billiard table made of two circular cavities connected by a
straight channel. The usual billiard dynamics is modified so that it remains deterministic …

The raw ionic solvation free energies calculated on the basis of atomistic (explicit-solvent)
simulations are extremely sensitive to the boundary conditions and treatment of electrostatic …