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General Relativity

Geometric coherence theory of gravity

🌌 Curvature‑first 🧭 Coherence‑driven 📐 Operator‑aligned 🔒 Zero drift

Gravity as Coherent Curvature

General Relativity here is not a force model or a rubber‑sheet metaphor. It is a geometric coherence theory where curvature, geodesics, and stress‑energy form a stable operator grammar across regimes.

Module Identity

  • Gravity = coherent curvature.
    Curvature is a geometric operator field, not a force and not a visual metaphor.
  • Geodesics = coherence trajectories.
    Motion follows coherence‑preserving paths in spacetime.
  • Stress‑energy = source operator.
    Stress‑energy deforms curvature structurally, with no Newtonian fallback.

Regimes & Scope

  • R1 → R3 geometry.
    From stable metrics (R1) to curvature operators (R2) and dimensional curvature (R3).
  • Cross‑module backbone.
    Provides curvature substrate for QFT, LDS, NoS, thermodynamics, and information theory.
Curvature‑first Coherence‑based Operator‑driven RTT‑aligned Zero drift