Quasistationary states of long-range interacting systems have been studied at length over
the last 15 years. It is known that the collisional terms of the Balescu-Lenard and Landau …

Finite-N effects unavoidably drive the long-term evolution of long-range interacting N-body
systems. The Balescu-Lenard kinetic equation generically describes this process sourced by …

The dynamics of quasistationary states of long-range interacting systems with N particles
can be described by kinetic equations such as the Balescu-Lenard and Landau equations …

We study the ergodic properties of a two-dimensional self-gravitating system using
molecular dynamics simulations. We apply three different tests for ergodicity: a direct method …

Energy consumption of hybrid systems is an actual problem of modern high-performance
computing. The trade-off between power consumption and performance becomes more and …

We investigate the dependence of the largest Lyapunov exponent (LLE) of an N-particle self-
gravitating ring model at equilibrium with respect to the number of particles and its …

We show that homogeneous and nonhomogeneous states of the one-dimensional self-
gravitating sheets models have different ergodic properties. The former are nonergodic and …

The statement that Gibbs equilibrium ensembles are equivalent is a base line in many
approaches in the context of equilibrium statistical mechanics. However, as a known fact, for …

We extend the core-halo approach of Levin et al (2014 Phys. Rep. 535, 1) for the violent
relaxation of long-range interacting system with a waterbag initial condition, in the case of a …

Long tails in the velocity distribution are observed in plasmas and gravitational systems.
Some experiments and observations in far-from-equilibrium conditions show that these tails …