Manuscript XIV-H@1 · XIV-H.tex · section · 695c7c3a

H5: the prescription interface remains closed

H5: the prescription interface remains closed · lines 1807–1854

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No prescription is entered. A future prescription must name:

  1. its ambient space;

  2. a reference distribution on a proved domain;

  3. the exact locus across which it extends;

  4. agreement with the grouped frozen prescription;

  5. a finite uniform transverse degree;

  6. a closed conic wavefront bound retaining the off-locus singularities;

  7. a normalization selecting one map or a proved uniqueness theorem.

The test locus remains

It is not converted into a codimension-four numerical extension problem.

The internal response relation does not change that test locus. It is a relation of a precomposition kernel, not a characteristic extension locus for the grouped quantum target.

The prospective bound

requires its own hypotheses. A bound by alone cannot erase nonsmooth reference values away from .

The Brunetti–Fredenhagen and Dang extension frameworks remain comparison frameworks only BF,Dang. No theorem from them is applied to the absent joint characteristic distribution.

XIII-E's family is not imported. No cutoff-and-restore limit, finite part, characteristic contact, or new ambiguity class is introduced.

Displayed formulas in this passage

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