Manuscript Oai282-A@1 · Oai282-A.tex · section · 5b6134ec

All six completion tests

The separate characteristic-map chain › All six completion tests · lines 1833–1908

{ {}1.15

Step	Required construction	Completion test and present scope
Step	Required construction	Completion test and present scope
1	Full joint characteristic map.	A map on tests meeting the characteristic locus, respecting reconstruction descent, canonical-domain agreement, all retained branches and grouped cross-lines. The supplied I3/J2 full target remains unresolved. No such map is constructed here.
2	Joint section and complete remainder.	A result for the same complete map and frozen data. The internal I2 remainder is not this quantum remainder. Not constructed here.
3	Uniform transverse estimates.	Control in the actual transverse variables, including collision strata and their intersections. Internal frequency homogeneity does not supply it. Not constructed here.
4	Contact compatibility.	Compatibility with the permitted contacts and singular spectators, overlap agreement, and retained normalization. The finite Ward-fit matrix is not this contact class. Not constructed here.
5	Output wavefront theorem.	A proved bound after the actual full composition and proper pushforward into the named output space. A partial off-locus reference is insufficient. Not constructed here.
6	Normalized quantum admission.	Identification of the complete coefficient and proof of $Q_{H} R_{1}^{(1)} \in E_{H}$ . No such admission is asserted. The downstream exit is not opened.

}

The supplied supported sector $K_{6} + K_{8} + K_{9}$ is not the full sum $K_{47} + K_{5} + K_{6} + K_{8} + K_{9}$ . The two $K_{5}$ placements and the remaining retained branches cannot be dropped CheungXIVI,CheungXIVJ.

The historical H2 stop, the reported internal advancement at I2, and the missing full map at I3/J2 are different statements CheungXIVH,CheungXIVI,CheungXIVJ. Failure to construct the map is not a theorem that every permitted construction is impossible.

Neither a finite-dimensional Ward correction fit nor a source improvement scalar supplies the absent distribution. The full analytic programme is preserved as an open contract.