Manuscript Hawk01-B@1 · Hawk01-B.tex · section · cfa976f1
Source provenance and non-transfer restrictions
Source provenance and non-transfer restrictions · lines 2268–2328
Hawk01-B@1#tab:provenance
The Cheung references below are identified by the supplied manuscript codes and versions. Their publication dates and canonical article titles were not supplied and are not invented. They should be made available to reviewers in their cited versions.
interfaces used for comparison, not transferred black-hole premises.
| Source | Restricted role |
|---|---|
| Hawk01-A; Em05-B | Exact complement criterion, reference-preserving metrics, and spectrum/recovery nonidentifiability. |
| Em03-E | Sequential key/transfer and complete complementary-output bookkeeping. Its finite source is not Hawking dynamics. |
| Em05-A/B | Occupation transfer, logical coherence, reference information, and recovery are separate diagnostics. |
| En02-B–D | Information-theoretic recovery, executable decoder resources, and observable readout are separate tasks. |
| En02-E | Finite-packet covariance and flagged occupation cutoff. A regulator is not an exact gravitational tensor decomposition. |
| En03-A; Psy02-B | Complete records, residual instruments, process equality, and independent-attempt sampling. |
| Psy03-D | Missing observation channels are not supplied merely by changing the carrier. Its separate numerical task is not this one. |
| Em03-A | Fixed-background source normalization, not the logical transfer schedule or endpoint. |
Hawk01-B does not identify its finite channels with the separate characteristic-distribution programme described in the supplied XIV-I/J excerpts. Those excerpts retain an unresolved full joint characteristic map and do not admit the specified quantum coefficient CheungXIVI,CheungXIVJ. Finite isometries, complementary channels, and decoder identities here do not construct that missing operation or open its downstream admission gate.
Similarly, a quotient or relative-lifting criterion only constrains a candidate map after that map and its domain have been defined. It is not a prescription for an unresolved distributional product CheungXVB. No interacting quantum Ward identity, characteristic coefficient admission, or completion of those separate analytic obligations is asserted by this paper.