References

CheungXXIIA

N. Cheung. XXII-A: Freeze the precise claim and the gap. Stage 0 of a limited kinematic emergence programme. Supplied manuscript XXII-A.tex, n.d. Relevant items: target:selection, def:representation, thm:classification, and conditions (T1)–(T5), (A1)–(A6). No external LaTeX reference file is required by this note.

CheungEn08A

N. Cheung. En08-A, version 1, manuscript En08-A.tex. Enter Calculus Companion, n.d. Relevant labels: thm:main, prop:ball, prop:orthant, thm:mainpositive, thm:representation, and thm:weaker. Supplied manuscript passages and scope records. Registry: https://enter.grok.me/.

CheungVIIJ

N. Cheung. VII-J, manuscript VII-J.tex. Enter Calculus Companion, n.d. Relevant supplied scope: scheduled support, operational influence, supplied causal relation, and thm:release. Documentary identification is not independent proof verification.

OCB

O. Oreshkov, F. Costa, and Č. Brukner. Quantum correlations with no causal order. Nature Communications 3 (2012), 1092. doi:\ 10.1038/ncomms2076. Preprint: https://arxiv.org/abs/1105.4464.

CDP

G. Chiribella, G. M. D'Ariano, and P. Perinotti. Theoretical framework for quantum networks. Physical Review A 80 (2009), 022339. doi:\ 10.1103/PhysRevA.80.022339. Preprint: https://arxiv.org/abs/0904.4483.

Pollock

F. A. Pollock, C. Rodríguez-Rosario, T. Frauenheim, M. Paternostro, and K. Modi. Non-Markovian quantum processes: Complete framework and efficient characterization. Physical Review A 97 (2018), 012127. doi:\ 10.1103/PhysRevA.97.012127. Preprint: https://arxiv.org/abs/1512.00589.

Beckman

D. Beckman, D. Gottesman, M. A. Nielsen, and J. Preskill. Causal and localizable quantum operations. Physical Review A 64 (2001), 052309. doi:\ 10.1103/PhysRevA.64.052309. Preprint: https://arxiv.org/abs/quant-ph/0102043.

Watrous

J. Watrous. The Theory of Quantum Information. Cambridge University Press, 2018. Author's text and chapters: https://cs.uwaterloo.ca/ watrous/TQI/.

ItoLourenco

M. Ito and B. F. Lourenço. The $p$-cones in dimension $n\ge 3$ are not homogeneous when $p\ne 2$. Linear Algebra and its Applications 533 (2017), 326–335. doi:\ 10.1016/j.laa.2017.07.029. Preprint: https://arxiv.org/abs/1701.05801. Theorem 7 is the classification used here.

CheungXIXC

N. Cheung. XIX-C, version 1, manuscript XIX-C.tex. Enter Calculus Companion, n.d. Relevant labels: def:limit, prop:two-limits, prop:interpolation, and thm:main. The explicit refinement witness is supplied in the source materials.

CheungEn08B

N. Cheung. En08-B, version 1, manuscript En08-B.tex. Enter Calculus Companion, n.d. Relevant labels: lem:identity, thm:main, def:comparison, and cor:operational-limit. Reference-stable endpoint approximation on prescribed geometric inputs.

CheungEn09A

N. Cheung. En09-A, version 1, manuscript En09-A.tex. Enter Calculus Companion, n.d. Relevant label: thm:main. Supplied complete clock-readout and reference-extension statements; not a premise of Lorentz-cone selection.

CheungOai265A

N. Cheung. Oai265-A, manuscript Oai265-A.tex. Enter Calculus Companion, n.d. Relevant supplied label: thm:separation. Documentary distinction between static area-law records, recovery, and radiation histories.

CheungOai265B

N. Cheung. Oai265-B, version 2, manuscript Oai265-B-v2.tex. Enter Calculus Companion, n.d. Relevant labels: ass:statistics, thm:main, eq:coverage, and eq:falseaccept. Supplied complete-record finite-confidence recovery certificate.

CheungOai282

N. Cheung. Oai282-A and Oai282-B, Enter Calculus Companion manuscripts, n.d. Relevant supplied labels: Oai282-A thm:main; Oai282-B thm:main, thm:coverage, and def:wardmeaning. Documentary local Ward scopes, not operational metric extraction.

CheungOai069A

N. Cheung. Oai069-A, version 1, manuscript Oai069-A.tex. Enter Calculus Companion, n.d. Relevant label: thm:main. Supplied finite recovery and independent free-scalar consistency benchmark, not verification of catalogue Family 069.

CheungXIXE

N. Cheung. XIX-E, version 1, manuscript XIX-E.tex. Enter Calculus Companion, n.d. Relevant supplied passage: “What remains outside the release.” Documentary boundary record.

CatalogueRecord

OpenAI. Supplied mathematics-catalogue record, n.d. Documentary family identifiers 265, 211, 280, 069, and 282. Publication metadata and independently verified proofs are not supplied by this citation. The record is not a theorem premise.