Formal proof that M-th order hypoequilibrium states constitute an invariant manifold under SEAQT evolution, with connection to RCCE for reduced-order modeling of nonequilibrium quantum systems.
Kosloff, Quantum thermodynamics and open-systems modeling, The Journal of Chemical Physics150, 10.1063/1.5096173 (2019)
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The Lindblad master equation decomposes into free evolution plus generalized charge exchange plus dephasing, unifying strong-coupling, particle-exchange, and non-Abelian effects under one physical structure.
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Evolution of Hypoequilibrium States in Steepest Entropy Ascent Models for Nonequilibrium Quantum Thermodynamics
Formal proof that M-th order hypoequilibrium states constitute an invariant manifold under SEAQT evolution, with connection to RCCE for reduced-order modeling of nonequilibrium quantum systems.
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Revealing the physical structure of the general quantum master equation
The Lindblad master equation decomposes into free evolution plus generalized charge exchange plus dephasing, unifying strong-coupling, particle-exchange, and non-Abelian effects under one physical structure.