Path extrema of the entropy-production martingale define an upper envelope U_ext for mean entropy production, with the actual mean equal to U_ext minus allocation gap A and curvature gap C.
The mean entropy production is ⟨ΣT ⟩= 1 2 1 2 ln 2− 1 2 ln 3 2 + 1 2 5 6 ln 5− 1 6 ln 5
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Path-Extrema Upper Bounds on Mean Entropy Production
Path extrema of the entropy-production martingale define an upper envelope U_ext for mean entropy production, with the actual mean equal to U_ext minus allocation gap A and curvature gap C.