Irreversibility of linear maps is quantified via Bayesian subjectivity, defined as the sensitivity of retrodiction to the reference prior.
The relation between irreversibility and state space preservation is well studied according to several natively appropriate quantifiers of changes in state space volume [3–11]
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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.