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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Introduces cumulant-based quantum relative Rényi functional with proven properties on its domain and a regularized version that vanishes exactly when states commute.
An antisymmetric integer-transfer operator on quantized states realizes exact discrete conservation for scalar and system conservation laws while selecting admissible shocks via monotone transfers.
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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Cumulant-based quantum relative R\'enyi functional
Introduces cumulant-based quantum relative Rényi functional with proven properties on its domain and a regularized version that vanishes exactly when states commute.
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Drift-Free Conservative Dynamics from Quantized Interaction Rules
An antisymmetric integer-transfer operator on quantized states realizes exact discrete conservation for scalar and system conservation laws while selecting admissible shocks via monotone transfers.
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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.