AI33‑MPOPT: The 33‑Multiverse Icosahedron Map — From Quantum Gravity to the Cosmic Web on One Structure, Compared with Our Universe (Files 13–21)

Abstract

Files 13–21 of the AI33‑MPOPT framework. The 33‑multiverse is one icosahedral structure of 33 nodes: one hub, 20 curvilinear nodes (push, dark energy) and 12 apex nodes (pull, dark matter), joined by 32 throats. Each of these nine decks works on the whole structure as one system, computed together and never a piece at a time, and compares the results with public data. Files 1–12, and all 21 files together, are in the full record of the framework on Zenodo: https://doi.org/10.5281/zenodo.18008856 (13) 13_AI33-MPOPT_Quantum_Gravity_Bridge_Deck_v30_36pp (6).pdfThe main bridge deck. It sets out one operator, Tp = L + pK + (1−p)Q, on the 33-node structure (hub, 12 apex, 20 curvilinear), its spectrum, and the information field F and transport curvature R computed from it. Results: an isolated 11-mode band, and the law L·R = κ(F − ⟨F⟩) at r = 0.84 (permutation p < 0.0005). (14) 14_AI33-MPOPT_Loop_Quantum_Gravity_Bridge_v12_17pp (3).pdfFifteen loop-quantum ingredients computed on the same structure. Results: spectral dimension d_s = 2.56 at 642 nodes; the F↔R coupling with a plain graph Laplacian, +0.561 against +0.582. (15) 15_AI33-MPOPT_Lawfulness_v24_28pp (3).pdfTests whether four representations of the structure (Λ, Ψ, F, R) are one thing, and whether the connections can be recovered from information alone, each against its strongest control. Results: 97.4% in one component against a strongest-null maximum of 79.1% (p < 0.0005); 114 of 120 real edges recovered (AUC 0.9965). (16) 16_AI33-MPOPT_Super_Formula_Buildup_v11 (3).pdfBuilds the operator Tp one piece at a time (L, K, Q, p), then the search for the information field F and the law that links it to curvature. Results: p = 0.781 ± 0.013, fitted to JWST chronometer ages; fixed-point test p* = 0.7577 (1.8σ); the law holds on 13 of 17 graph families. (17) 17_AI33-MPOPT_Geometric_Transport_Architecture_v26_28pp (3).pdfStarts from the geometry and works up to the observations. The structure has exactly two sectors, 12 and 20, at 33 domains and at no other subdivision size tested (123, 273). Results: |Aut| = 120, orbits 1, 12, 20; throats deliver 9.487 against 6.635; compared with SDSS DR7 network percentiles. (18) 18_AI33-MPOPT_Continuous_Throat_Feed_v23 (3).pdfProposes that the 32 throats feed matter continuously, then compares the computed feed with public JWST measurements. Results: feed ceiling ≤ 1.65% of cosmic matter; fitted η = 0.053% and γ = 0.62 against star formation at z = 9–14.5; 14 of 14 black holes and 2 of 2 protoclusters inside; Milky Way stellar mass within 7%. (19) 19_AI33-MPOPT_Cosmic_Web_Atlas_v16 (3).pdfFollows one structure across seven scales, from inception to supercluster, and compares it with public galaxy catalogues. Results: occupation ratio 2.5168 exactly (2√15/√(5+2√5)); sector shares 71.57% curvilinear and 28.43% apex; flow ratios 1.3963 and 1.5714. (20) 20_AI33-MPOPT_The_Rivero-Zeta_Curve_v33_34pp (3).pdfThe Rivero-Zeta curve on the structure: 33 steps of 10.9091°, with the angle defect at the 12 apex vertices. Results: twelve equal 60° quanta total 4π; R² = I, eigenspaces +1 × 17 and −1 × 6, index 11. (21) 21_AI33-MPOPT_The_33-Multiverse_Map_v19_86pp (5).pdfThe full map of all 33 universes: coordinates in light-years, the figures for each zone, the entanglement web between every pair, and a closing page that summarises the nine decks. Results: clustering at matched mean degree is 0.639 here, 0.613 in the public catalogue and 0.495 in a random sky; all 528 pair entropies computed. Documents 13–21 add the quantum‑gravity and loop‑quantum bridges, the lawfulness tests, the geometric transport architecture, the continuous throat feed, the cosmic‑web atlas, the Rivero‑Zeta curve, and the full 33‑multiverse map, each computed on this one icosahedral structure and compared with public data.