Non-additive divergences yield explicit catalyst corrections in quantum thermodynamic second laws and show that reduced-state monotones are insufficient to characterize accessibility in correlated catalysis.
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UNVERDICTED 3representative citing papers
Thermodynamic networks using non-equilibrium steady states achieve universal function approximation when engineered with negative differential conductance, as shown in quantum dot and enzymatic examples for sine fitting and MNIST classification.
Asymmetric well widths and barrier in a bistable potential allow finite-time bit erasure with heat below kT ln 2, bounded below by the effective free-energy change of the process.
citing papers explorer
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Catalytic quantum thermodynamics beyond additivity and reduced-state monotones
Non-additive divergences yield explicit catalyst corrections in quantum thermodynamic second laws and show that reduced-state monotones are insufficient to characterize accessibility in correlated catalysis.
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Thermodynamic Networks: Harnessing Non-Equilibrium Steady States for Computation
Thermodynamic networks using non-equilibrium steady states achieve universal function approximation when engineered with negative differential conductance, as shown in quantum dot and enzymatic examples for sine fitting and MNIST classification.
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Improving the efficiency of finite-time memory erasure with potential barrier shaping
Asymmetric well widths and barrier in a bistable potential allow finite-time bit erasure with heat below kT ln 2, bounded below by the effective free-energy change of the process.