Degree and wavefront control do not automatically select a map

This is a conditional ambiguity diagnostic. The actual characteristic degree of the retained full coefficient has not been computed. In particular, the proposition does not assert that it is at least four.

Under established uniform submanifold extension hypotheses, degree below codimension can give uniqueness. At or above codimension, differences are controlled by finite normal delta derivatives; microlocal conormal control makes their tangential coefficients smooth BF (Theorem 6.9)Dang (Section 8). These conclusions presuppose the relevant distribution and estimates.

No $A$ from Proposition prop:ambiguity is added here. No characteristic ambiguity class is enlarged. A future prescription must either establish uniqueness under its proved bounds or state a normalization that selects one map without disguising characteristic differences as members of ${\mathfrak{C}}_{\mathrm{part}}$.