Manuscript Oai119-A@1 · Oai119-A.tex · section · fdff7292
Quantities that remain separate
Stages 3 and 4: evaluation and hypothesis changes › Quantities that remain separate · lines 1554–1589
| Proposed change | Exact boundary |
|---|---|
| Proposed change | Exact boundary |
| Hellinger loss to mutual information | Requires the convexity argument in Section sec:implication; the functionals are not equal. |
| Classical summary to quantum recovery | Requires a quantum input/output interface and a recovery criterion. A coordinate optimizer is not a quantum decoder. |
| One-bit information to channel capacity | Requires a coding model and asymptotic error criterion. The summary problem is not a capacity optimization. |
| Information to secret key | Requires an adversarial system, access specification, and secrecy criterion. No such system is present here. |
| Finite exact certificate to general inequality | Requires all dimensions and all correlations. A finite arithmetic instance does not supply these quantifiers. |
| Sampling coverage to a sharp constant | Requires an exact mathematical upper bound; a confidence statement is not that bound. |
| Area-law record to cube contraction | Requires a specified mathematical interface. None is supplied by similarly named entropy quantities. |