A generalized quantum Stein's lemma is proven directly for classical-quantum channels, yielding a reversible resource theory for channel conversion whose rates are fixed by the regularized relative entropy.
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Generalized Quantum Stein's Lemma for Classical-Quantum Dynamical Resources
A generalized quantum Stein's lemma is proven directly for classical-quantum channels, yielding a reversible resource theory for channel conversion whose rates are fixed by the regularized relative entropy.