The General Theory of Entirety
Description
This preprint (v2.0.0) presents the General Theory of Entirety (GTOE), deriving the origin identity ∑ = č²(0)¹ as a regress-free ontological foundation preceding geometry, physics, and projection-layer formalisms.
This release formalizes the origin–projection boundary and clarifies the role of Ultimate Zero (UZ) as a pre-quantum stabilization boundary, distinguishing origin-layer identity from projection-layer quantum superposition without modifying quantum mechanics.
Key elements include:
• Origin layer strictly limited to (0)¹ + č²
• Necessary pre-geometric recursion (Nfb → UZ → Pfb)
• Explicit falsifiability and evidencing boundaries
• GR and QM positioned as derivative X² projection regimes
This work is released for open, non-commercial scholarly examination under CC BY-NC 4.0.
Not peer-reviewed.
Related:
Author book (ISBN forthcoming); testing and evidencing architecture hosted separately at OSF.io/gaqh8.
Quantitative fits and downstream implementations are treated independently of this paper.
Notes (English)
Files
GTOE-WHITEPAPER-v2.0.0.pdf
Files
(1.3 MB)
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Additional details
Related works
- Is supplement to
- Preprint: 10.5281/zenodo.18004727 (DOI)
Dates
- Updated
-
2026-01-08Version 2.0.0 (authoritative structural update)