This page explains how to classify any physical phenomenon using the Transport Theory of Everything.
The goal is not to explain *what* happens, but to determine *where it belongs* on the map.
The goal is not to explain *what* happens, but to determine *where it belongs* on the map.
Step 1 — Identify the Primitive
Ask: What is being transported?
- trajectory?
- phase?
- energy flow?
Every phenomenon reduces to motion and/or phase carried between frames.
Step 2 — Ask About Closure
Ask: Do transport loops close?
- Yes → expect analytic laws
- No → expect drift or chaos
$$ \oint (\text{transport}) = 0 \;? $$
Step 3 — Determine the Regime
Closed Transport
Few frames, fixed center, repeatable motion
Few frames, fixed center, repeatable motion
- Two-body orbits
- Simple optics
Non-Closure
Nested or moving frames
Nested or moving frames
- Three-body chaos
- Quantum chaos
Saturated Non-Closure
Closure fails at all scales
Closure fails at all scales
- Thermodynamics
- Turbulence
Step 4 — Check Phase Accounting
Ask: Does phase survive transport?
- Yes → interference, coherence
- No → statistics, decoherence
Step 5 — Reject Force Language
Replace statements of the form:
“X causes Y”
with:
“Transport of X through evolving frames produces Y.”
“X causes Y”
with:
“Transport of X through evolving frames produces Y.”
Step 6 — Cross-Check via Dual Paths
Any valid placement must agree via:
- Geometric transport (paths, frames, loops)
- Phase transport (accumulation, coherence, loss)
If the two disagree, the model is incomplete.
Worked Mini-Example
Phenomenon: Gravitational lensing
- Primitive: phase + trajectory
- Closure: fails due to frame gradient
- Regime: non-closure
- Phase: preserved locally
→ Place under non-closure → frame refraction
Falsifiability Criterion
The framework fails if a phenomenon:
- requires a force with no transport interpretation
- exhibits closure yet remains chaotic
- preserves phase under saturated non-closure
Final Rule
$$ \text{Identify transport} \rightarrow \text{test closure} \rightarrow \text{classify} $$
Everything else is vocabulary.
For Physicists
Read this framework as a change of primitives, not a denial of data. Replace forces and curvature with transport of frames and phase: dynamics arise from gradients in frame velocity and from phase accumulation under transport. Closed transport loops recover integrable systems (two-body motion, simple optics); non-closure produces secular drift and chaos (three-body, quantum chaos); saturated non-closure yields statistical laws (thermodynamics, turbulence). Light is unconstrained transport; mass is constrained motion (E = mc); what you call force is the bookkeeping of frame acceleration (F = ma). Predictions must agree via dual accounts—geometric transport and phase accounting—or the placement is wrong.