References

CheungXIVH

N. Cheung, XIV-H, version 1, unpublished manuscript, undated. Supplied file XIV-H.tex, identifier 05d90ea1. Source locators: prop:K5exact, the coordinate-response equation eq:L, and thm:H2. Cited for inherited internal formulas, independent tree pullbacks, and the historical internal-amplitude boundary.

CheungXIVI

N. Cheung, XIV-I, version 1, unpublished manuscript, undated. Supplied file XIV-I.tex, identifier 13365486. Source locators: prop:pole, thm:I2, prop:precomposition, eq:K47, eq:K6, prop:canonical, thm:I3, and thm:release. Cited for the fixed retarded pole, named internal amplitude construction, grouped retained target, attachment locus, canonical-domain qualification, and unresolved joint map.

CheungXIVJ

N. Cheung, XIV-J, version 1, unpublished manuscript, undated. Supplied file XIV-J.tex, identifier 3c48e041. Source locators: prop:descent, lem:null, thm:reference, thm:conditionalextension, thm:J2, cor:noadmission, and thm:release. Cited for reconstruction descent, degree-mixing null relations, the order-three supported-sector reference, its conditional realization interface, and the unresolved full map.

CheungXVA

N. Cheung, XV-A, version 1, unpublished model-and-domain audit, undated. Supplied excerpt locators: the precomposition-sum section, prop:descent, cor:restriction, and the independent tree-product discussion. This reference denotes the supplied audit manuscript, not an identification with a differently described free quantum BV carrier appearing under the same label in older source passages.

CheungXVC

N. Cheung, XV-C, version 1, unpublished manuscript, undated. Supplied excerpt locators: lem:extraction, thm:jetnull, eq:B, eq:jetnormal, and eq:completekernel. Cited for the specified finite normal-jet module and its complete distributional null criterion.

CheungXVE

N. Cheung, XV-E, version 1, unpublished manuscript, undated. Supplied frozen-ledger excerpt and revision account concerning annihilator relations, local jet defects, point-puncture corrections, nonextendability, and candidate-identification boundaries. Only the explicitly stated local formulations proved in the present paper are used; no unavailable companion proof is assumed.

CheungXIIIC

N. Cheung, Landmark XIII-C: The joint two-line extension of one selected binary pair, on the unchanged carrier, version 1, unpublished manuscript, undated. Supplied excerpt locators: def:Cpart, eq:partial-counterterm, and thm:joint-status. Cited for the recovered frozen partial-diagonal class and the distinction between primitive and complete joint extension.

CheungXIIIE

N. Cheung, XIII-E, version 1, unpublished manuscript, undated. Supplied excerpt locator: thm:release, “Exact result of the selected attempt.” Cited solely as a comparison for contact-support rigidity and domain qualification. No regulator family or characteristic limit is imported.

Hormander

L. Hörmander, The Analysis of Linear Partial Differential Operators I: Distribution Theory and Fourier Analysis, second edition, Springer-Verlag, Berlin, 1990; reprinted in Classics in Mathematics, Springer, 2003. Distributional finite-order estimates, tensor products, composition with smooth maps, supported-distribution structure, and wavefront calculus.

BF

R. Brunetti and K. Fredenhagen, “Microlocal analysis and interacting quantum field theories: Renormalization on physical backgrounds,” Communications in Mathematical Physics 208 (2000), 623–661. doi:\,10.1007/s002200050004. arXiv:math-ph/9903028. See especially Section 5 for scaling degree and point extension. Cited as an analytic extension framework, not as a construction of the present characteristic graph.

Dang

N. V. Dang, “The extension of distributions on manifolds, a microlocal approach,” Annales Henri Poincaré 17 (2016), 819–859. doi:\,10.1007/s00023-015-0419-8. arXiv:1412.2808. Cited for the separation between extendability, microlocal extension control, and supported ambiguity; no missing graph prescription is inferred from that framework.