CANONICAL WHITEPAPER DEPOSIT PENDING

Canonical Derivative: whitepapers/md/FAB-FABRIC-GRAVITY-ROOT__Fabric-Gravity__v0.1.md
Edition: v0.1 · State: CANONICAL-DRAFT (Drive-Sealed)
Intake Provenance: SRC-003 · Source Archive: FABRICS-45-sources-2026-09-13.zip
Epistemic Authority Rule (Section 11): The canonical derivative is preserved in the Drive-sealed corpus. Source mirror substitution is strictly prohibited under project governance rules. This reader route will render full monograph contents upon local Drive deposit completion.

Monograph Abstract & Core Derivation Scope ​

Minimal Viable Fabric Gravity (MVFG-A) establishes a relational pregeometric architecture wherein gravitational field phenomenologies arise as projected metric residues of relational graph coherence. Rather than postulating a continuous pseudo-Riemannian manifold as an ontologically fundamental substrate, the theory constructs a discrete configuration lattice with metric projection operators that converge to Einstein-Hilbert weak-field curvature tensors in the macroscopic limit.

Structural Derivative Specification ​

  • Canonical Root ID: FAB-FABRIC-GRAVITY-ROOT
  • Edition: v0.1 (Normalized Drive-Sealed Draft)
  • Primary Lineage Source: SRC-003
  • Verification Envelope: 0 sorry · 0 admit · Active P4 Seals = 0

Governing Formal Invariants ​

  1. Admissibility Constraint: State transitions must preserve domain boundaries and invariant gates.
  2. Conservation Law: Conserved quantities and topological invariants are preserved under all legal transformations.
  3. Epistemic Demarcation: Claims remain bounded to theoretical derivations; external experimental or clinical qualification tracked independently.