In the infinite-path limit of a Brownian computation model with backward branching factor α, the reset current Fano factor transitions from noiseless to Poissonian exactly at affinity ln α, marking the thermodynamic cost of logical irreversibility.
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Near equilibrium the second time derivative of KL divergence equals twice the Fisher information for detailed-balance Markov processes, but this equality is violated near nonequilibrium steady states, giving a bound on entropy production rate.
Conservative forces are the unique minimizers of renormalized entropy production in jump processes, restoring their optimality for optimal transport.
Coulomb interactions renormalize Andreev resonances and suppress coherence in NS quantum dots, producing a pronounced drop in current precision and eliminating quantum TUR violations while the hybrid bound holds.
Reaction coordinate mapping shows nonmonotonic current fluctuations and noise below the classical thermodynamic uncertainty bound in a strongly coupled driven qubit, tied to non-Gaussianity and coherence in the reaction coordinate.
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Network analysis for steady-state current fluctuations under finite affinity: Application to Brownian computation
In the infinite-path limit of a Brownian computation model with backward branching factor α, the reset current Fano factor transitions from noiseless to Poissonian exactly at affinity ln α, marking the thermodynamic cost of logical irreversibility.
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Information-Geometric Signatures of Nonconservative Driving
Near equilibrium the second time derivative of KL divergence equals twice the Fisher information for detailed-balance Markov processes, but this equality is violated near nonequilibrium steady states, giving a bound on entropy production rate.
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Renormalized entropy production for optimal transport in jump processes: Make conservative forces optimal again
Conservative forces are the unique minimizers of renormalized entropy production in jump processes, restoring their optimality for optimal transport.
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Current precision in interacting hybrid Normal-Superconducting systems
Coulomb interactions renormalize Andreev resonances and suppress coherence in NS quantum dots, producing a pronounced drop in current precision and eliminating quantum TUR violations while the hybrid bound holds.
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Current fluctuations in nonequilibrium open quantum systems beyond weak coupling: a reaction coordinate approach
Reaction coordinate mapping shows nonmonotonic current fluctuations and noise below the classical thermodynamic uncertainty bound in a strongly coupled driven qubit, tied to non-Gaussianity and coherence in the reaction coordinate.