The author extends a variational, path-integral approach to nonequilibrium statistical mechanics to forced-dissipative systems and derives equations for near-equilibrium relaxation and predictability limits, with explicit Gaussian calculations for spectral fluid models.
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A non-equilibrium theoretical framework for statistical physics with application to turbulent systems and their predictability
The author extends a variational, path-integral approach to nonequilibrium statistical mechanics to forced-dissipative systems and derives equations for near-equilibrium relaxation and predictability limits, with explicit Gaussian calculations for spectral fluid models.