THE SEXA BABY MOMMA TERMINAL INVARIANCE, PORTAL & TELEPORTATION THEOREM: A SAC–PAC Formalism for Higher-Dimensional Admissibility Transport, Geodesic Path Substitution, Distance-Decoupled Terminal Reconstruction, and Teleportation Across the M3 ⊂ M5

This preprint deposits the SEXA Baby Momma Terminal Invariance, PORTAL & Teleportation Theorem manuscript (1,415 manuscript pages plus one prepended title page), a SAC–PAC (Structural and Payload Admissibility Calculus) theorem program built on the M3 ⊂ M5 ⊂ M2880 recursive manifold architecture of the CCT–SEXA framework. It defines a six-operator Gamma admissibility chain, a Gamma-fold operator onto a five-dimensional operational manifold, reconstruction and PAC payload-transport operators, a PORTAL operator and the notion of Terminal Invariance (transition time decoupled from projected spatial distance), and it separates these definitions from physical claims throughout. In the manuscript's words, "Each arrow represents a proof obligation, not an assumption." Its status is conditional and is stated plainly. The manuscript's own status statement (original p. 403) reads: "Terminal Invariance: mathematically defined; conditional theorem established; SEXA-specific derivation of the required transport metric still open. PORTAL: mathematically defined; candidate transport architectures established; no physical realization demonstrated. Teleportation: … autonomous full-state reconstruction and physical teleportation remain unverified." Section 31.45 (p. 718) states "PHYSICAL TELEPORTATION: NOT ESTABLISHED BY COMPUTATIONAL VALIDATION ALONE". The latest sealed manifest, SEXA K01–K26 FINAL PRE-2 SEALED MANIFEST (SHA-256 390624c70ce484dbeb7ba1471c6ca5542778797b7210992a75f385585082cbd9, pp. 1392–1394), records restricted P08 PASS and restricted P09 PASS_NUMERICAL_SOURCE_ISOLATED, unrestricted P08 and P09 FAIL_RETAINED, physical verification OPEN, "physical_terminal_invariance: NOT_ESTABLISHED" and fatal switches activated 0/26. That count uses the manifest's own K01–K26 list, which is numbered differently from the Appendix F kill-switch registry (pp. 386–387). The checks are computational and run on restricted, synthetic families. No physical portal, teleportation or terminal invariance is claimed, and per Appendix H no empirical claim is promoted from definition, derivation or computation without experiment. Preprint; not peer reviewed.

Authors

Publication Details

Journal
Open Science Framework
Published
2026-11-11
DOI
https://doi.org/10.17605/osf.io/2q7sk
Primary Topic
Relativity and Gravitational Theory
Type
article
Field-Weighted Citation Impact
0.00
Controls
|||
ALL TIME
JAN
FEB
MAR
APR
MAY
JUN
JUL
AUG
SEP
OCT
NOV
article

THE SEXA BABY MOMMA TERMINAL INVARIANCE, PORTAL & TELEPORTATION THEOREM: A SAC–PAC Formalism for Higher-Dimensional Admissibility Transport, Geodesic Path Substitution, Distance-Decoupled Terminal Reconstruction, and Teleportation Across the M3 ⊂ M5

Jered Mcclain, Erydir Ceisiwr, Jonathan McDaniel
Open Science Framework
Relativity and Gravitational Theory
article

THE SEXA BABY MOMMA TERMINAL INVARIANCE, PORTAL & TELEPORTATION THEOREM: A SAC–PAC Formalism for Higher-Dimensional Admissibility Transport, Geodesic Path Substitution, Distance-Decoupled Terminal Reconstruction, and Teleportation Across the M3 ⊂ M5

Jered Mcclain, Erydir Ceisiwr, Jonathan McDaniel
article en

Abstract

This preprint deposits the SEXA Baby Momma Terminal Invariance, PORTAL & Teleportation Theorem manuscript (1,415 manuscript pages plus one prepended title page), a SAC–PAC (Structural and Payload Admissibility Calculus) theorem program built on the M3 ⊂ M5 ⊂ M2880 recursive manifold architecture of the CCT–SEXA framework. It defines a six-operator Gamma admissibility chain, a Gamma-fold operator onto a five-dimensional operational manifold, reconstruction and PAC payload-transport operators, a PORTAL operator and the notion of Terminal Invariance (transition time decoupled from projected spatial distance), and it separates these definitions from physical claims throughout. In the manuscript's words, "Each arrow represents a proof obligation, not an assumption." Its status is conditional and is stated plainly. The manuscript's own status statement (original p. 403) reads: "Terminal Invariance: mathematically defined; conditional theorem established; SEXA-specific derivation of the required transport metric still open. PORTAL: mathematically defined; candidate transport architectures established; no physical realization demonstrated. Teleportation: … autonomous full-state reconstruction and physical teleportation remain unverified." Section 31.45 (p. 718) states "PHYSICAL TELEPORTATION: NOT ESTABLISHED BY COMPUTATIONAL VALIDATION ALONE". The latest sealed manifest, SEXA K01–K26 FINAL PRE-2 SEALED MANIFEST (SHA-256 390624c70ce484dbeb7ba1471c6ca5542778797b7210992a75f385585082cbd9, pp. 1392–1394), records restricted P08 PASS and restricted P09 PASS_NUMERICAL_SOURCE_ISOLATED, unrestricted P08 and P09 FAIL_RETAINED, physical verification OPEN, "physical_terminal_invariance: NOT_ESTABLISHED" and fatal switches activated 0/26. That count uses the manifest's own K01–K26 list, which is numbered differently from the Appendix F kill-switch registry (pp. 386–387). The checks are computational and run on restricted, synthetic families. No physical portal, teleportation or terminal invariance is claimed, and per Appendix H no empirical claim is promoted from definition, derivation or computation without experiment. Preprint; not peer reviewed.

Open Science Framework
Relativity and Gravitational Theory
AI Navigator

Ask Laika to Summarize, Analyze, and Connect papers live on the map.

Summarize Papers & Methodologies

Extract key findings, datasets, and comparative methods across publications.

Benchmark Rankings & Visual Analytics

Rank top research institutions, authors, funders, topics, and journals by Field-Weighted Citation Impact (FWCI) and paper volume with instant charts.

Connect Distant Disciplines

Bridge topological clusters on the map to find hidden collaborative intersections.

Laika access coming soon