A local fluctuation theorem
arXiv:chao-dyn/9808005 · doi:10.1016/S0378-4371(98)00502-0
Abstract
A mechanism for the validity of a local version of the fluctuation theorem, uniform in the system size, is discussed for a reversible chain of weakly coupled Anosov systems.
plain TeX, 1 figure
References in corpus (2)
Cited by in corpus (21)
- The Fluctuation Theorem as a Gibbs Property
- Fluctuation Theorems
- A fluidized granular medium as an instance of the Fluctuation Theorem
- Fluctuations in out of equilibrium systems: from theory to experiment
- Nonequilibrium and irreversibility
- The Steady State Fluctuation Relation for the Dissipation Function
- Entropic Fluctuations in Statistical Mechanics I. Classical Dynamical Systems
- Effective fluctuation and response theory
- Thermodynamic entropy production fluctuation in a two dimensional shear flow model
- Is it possible to experimentally verify the fluctuation relation? A review of theoretical motivations and numerical evidence
- Test of the Fluctuation Relation in lagrangian turbulence on a free surface
- Nonequilibrium and Fluctuation Relation
- Non equilibrium in statistical and fluid mechanics. Ensembles and their equivalence. Entropy driven intermittency
- Constructive Field Theory and Applications: Perspectives and Open Problems
- A local fluctuation theorem for large systems
- Analyticity of the SRB measure of a lattice of coupled Anosov diffeomorphisms of the torus
- From dynamical systems to statistical mechanics: the case of the fluctuation theorem
- Statistical Mechanics of Entropy Production: Gibbsian hypothesis and local fluctuations
- Stability analysis of an ensemble of simple harmonic oscillators
- From Global to Local Fluctuation Theorems
- Ergodic and chaotic hypotheses: nonequilibrium ensembles in statistical mechanics and turbulence