Furthermore, by the Perron- Frobenius theorem, auniquesteady state exists for irre- ducible matrices [53–55]

These properties are established by the so-called Krylov- Bogoliubov argument [51], which involves the Bolzano- Weierstrass property [52]

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quant-ph · 2025-03-15 · unverdicted · novelty 6.0

Irreversibility of linear maps is quantified via Bayesian subjectivity, defined as the sensitivity of retrodiction to the reference prior.

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Quantifying Irreversibility via Bayesian Subjectivity for Classical & Quantum Linear Maps quant-ph · 2025-03-15 · unverdicted · none · ref 60
Irreversibility of linear maps is quantified via Bayesian subjectivity, defined as the sensitivity of retrodiction to the reference prior.