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.
Amari,Information geometry and its applications, Vol
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
Irreversibility of linear maps is quantified via Bayesian subjectivity, defined as the sensitivity of retrodiction to the reference prior.
citing papers explorer
-
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.
-
Quantifying Irreversibility via Bayesian Subjectivity for Classical & Quantum Linear Maps
Irreversibility of linear maps is quantified via Bayesian subjectivity, defined as the sensitivity of retrodiction to the reference prior.