Session Context — General Relativity
TriadicFrameworks /docs/theories/general_relativity/session_context.md#
General Relativity (GR) in TriadicFrameworks is treated as a geometric coherence theory of gravity, not a force model and not a metaphorical “rubber sheet” theory. GR describes how coherent curvature structures govern motion, signals, and causal structure across spacetime.
This session context establishes the identity, drift boundaries, regime behavior, and audience alignment for the General Relativity module.
Canon#
General Relativity is framed as a coherence‑geometry theory in which:
- curvature is a structural operator
- geodesics are coherence‑preserving trajectories
- stress‑energy is a source of geometric deformation
- gravity is coherent curvature, not a force
GR is compatible with RTT, NoS, LDS, and FFT.
Modules#
General Relativity participates in the following module lineage:
- Upstream: Spacetime Geometry, Differential Structure, LDS
- Lateral: QFT (curved backgrounds), Thermodynamics (horizon regimes), Information Theory (causal distinctions)
- Downstream: Cosmology, Black Hole Physics, Gravitational Waves
GR is a mid‑level geometric module with strong cross‑module propagation.
Drift#
Drift must be strictly avoided:
- No force metaphors (“gravity pulls things”)
- No rubber‑sheet analogies
- No Newtonian fallback
- No semantic drift (“gravity is a property of mass”)
- No pop‑science collapse (“time slows because gravity”)
GR = coherent curvature, not force, not metaphor.
Coherence#
Coherence in GR is:
- curvature stability
- geodesic consistency
- causal structure preservation
- tensorial invariance
- regime‑compatible geometry
A GR system is coherent when curvature, stress‑energy, and geodesics remain structurally aligned.
Version#
1.0 — geometric‑coherence, operator‑ready, regime‑aligned.
Compatible with RTT/1, RTT/2, RTT/3.
Format#
This module uses:
- markdown (conceptual clarity)
- html (front‑door rendering)
- operator tables
- curvature maps
- regime diagrams
- cross‑module lineage
All files are AI‑parsable and student‑ready.
Front door#
The front door for this module is:
/docs/theories/general_relativity/frontdoor.md
This session context is the identity anchor for all subpages.
Every page#
Every page in this module must be:
- standalone
- curvature‑first
- coherence‑aligned
- operator‑aware
- regime‑compatible
- zero drift
- student‑parsable
- AI‑parsable
No page may use force metaphors or rubber‑sheet analogies.
Audience#
This module is written for:
- students
- researchers
- theorists
- engineers
- AI agents
It is designed to be immediately teachable, structurally clear, and canon‑consistent.
Summary#
General Relativity in TriadicFrameworks is:
- a geometric coherence theory
- a curvature‑operator framework
- a regime‑aware spacetime model (R0 → R3)
- a cross‑module backbone for cosmology, QFT, and gravitational physics
It is not:
- a force theory
- a rubber‑sheet analogy
- a Newtonian limit with corrections
- a semantic or metaphysical model
Gravity = coherent curvature.
Geodesics = coherence trajectories.
Spacetime = a geometric operator field.