Manuscript En05-C@1 · En05-C.tex · section · aa213ea6
Source alignment and non-transfers
Source alignment and non-transfers · lines 2503–2586
{}1.12
| Present result | Cheung comparison | Exact boundary |
|---|---|---|
| Tensor-free comparison | En05-A, En05-B, En06-A lem:comparison | Recovers their tensor-interface special case without a complementary-state channel. |
| Center-sensitive snapshot | En05-A and En06-A affine hybrid arrays | Sector weights retained; direct sums do not imply spatial tensor factors. |
| Controller support | VII-G thm:locality | All control data belong to the localization interface; no hidden global scheduler. |
| Ancestral support | En03-A, VII-E, VII-J, Psy04-B | An upper support region, not equality with actual influence. |
| References and complete histories | En02-C thm:C1; Landmark I | Joint input restrictions required; arbitrary gauge-device compilation is not supplied. |
| Complete readout and forgetting | En04-A; Hawk04-B thm:drop | Destructive readout and operational discard are not unknown-state transport or physical annihilation. |
| Observable comparison | En06-A C6 | Products and state–effect compatibility supplied for the present quotient and refinement classes only. |
. Restriction to a subalgebra does not, by itself, choose a tensor environment or a complementary channel. Such an object needs a specified dilation and access interface. The residual-response distinctions in En04-A and Hawk04-B remain comparisons in their own models CheungEn04A,CheungHawk04B. A nontrivial center, an inaccessible observable, or nonconstant residual response is not geometric backreaction.
. In a declared finite measured-register interface, Enter is destructive Born–Lüders readout returning a complete classical record. It is not a decoder, deletion axiom, or unitary. The tensor-free comparison neither changes that primitive nor constructs a gauge-field measurement uniqueness theorem CheungI,CheungEn05A.
analytic programmes.
The supplied XIV-H–XIV-J records concern a different
distributional construction.
The later internal-amplitude result at I2 is not the full joint
characteristic map absent at I3 and J2
CheungXIVH,CheungXIVI,CheungXIVJ.
No such map or inherited quantum coefficient is constructed here.
The downstream XV-B admission exit is not opened.
The supplied O.1 NOT_CLOSED marker and the separate
XVI-N prepared-insertion obligations are unchanged.
These are documentary non-transfers, not premises of any
operator-algebra theorem in this manuscript.
catalogue. The supplied OpenAI-labelled catalogue remains documentary. No catalogue entry, family number, factoring claim, circuit complexity statement, capacity result, or metric-curvature label is used as a gauge-net, compilation, or scaling-limit theorem. No independent catalogue verification is asserted.