Irreversibility of linear maps is quantified via Bayesian subjectivity, defined as the sensitivity of retrodiction to the reference prior.
Meanwhile, if Dq(F) = 1, then the whole state space is preserved and Fis simply a rotation of space
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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.