Manuscript XIV-D@1 · XIV-D.tex · bibliography · 1a7f173d
References
Declarations · lines 1606–1680
XIVC
N. Cheung,
Landmark XIV-C: The joint two-line extension of one selected
binary pair: noncoincident characteristic configurations,
transverse estimates, and the output wavefront gate.
Supplied manuscript XIV-C.tex.
Retained configuration, characteristic geometry,
contact rigidity, and the exact J2 stop.
XIIIC
N. Cheung,
Landmark XIII-C: The joint two-line extension of one selected
binary pair, on the unchanged carrier.
Supplied manuscript XIII-C.tex.
Eleven branches, 48 labelled matchings, partial contacts,
primitive extensions, and the unresolved joint problem.
XIIIB
N. Cheung,
Landmark XIII-B: One binary causal datum for the displayed
coefficient, on the unchanged carrier.
Supplied manuscript XIII-B.tex.
Tree datum, properness, retarded convention, and
ordered-support correction.
XIIE
N. Cheung,
Landmark XII-E: Assembly of the second-order relational
coefficient after admission of the density-weighted cubic insertion.
Supplied manuscript XII-E.tex.
Completion formulas, affine slot identity, source-slot sign,
and admitted tree kernels.
XIIC
N. Cheung,
Landmark XII-C: One declared cubic weighting: actual Euler
source, changed Noether identity, and the coupled-jet question.
Supplied manuscript XII-C.tex.
Fixed cubic density representative and actual source.
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, arXiv:math-ph/9903028. Sections 5–6: scaling degree and extension along submanifolds.
Dang
N. V. Dang, “The extension of distributions on manifolds, a microlocal approach,” Annales Henri Poincaré 17 (2016), 819–859, arXiv:1412.2808. Conormal landing conditions, extension wavefront bounds, and characteristic counterterm structure.
FR
K. Fredenhagen and K. Rejzner, Perturbative algebraic quantum field theory, arXiv:1208.1428v2. Distribution products, pullbacks, and functional domains.
Hormander
L. Hörmander, The Analysis of Linear Partial Differential Operators I, second edition, Springer, 1990. Wavefront sets, distribution products, pullbacks, and pushforward criteria.