Einstein Compression — Ukubona Canon (Ordered Exactly as Given)
| Canon No. |
Canon Node |
Expression |
Kinematic Order |
Einsteinian Domain |
Functional Dynamic |
Fractal Stipulation of Meaning |
| 1 |
O₁ — Ingress |
$(E, x)$ |
Zeroth order (state) |
Epistemic Grounding / “stipulation of meaning” |
Observation before motion; establishing coordinates and what counts as data. |
Distinctions → Observable → Admissible → Unambiguous → Concepts |
| 2 |
) — Compression Gate |
$E(t \mid x) + \epsilon$ |
Context formation / pre-derivative |
Frame Definition & Synchronization |
Conditioning energy to time; defining simultaneity and the inertial frame. |
Observable → Admissible (time and measurement gain operational meaning) |
| 3 |
– — Transmission Axis |
$\dfrac{dE_x}{dt}$ |
1st derivative → velocity |
Special Relativity |
Rate of change (velocity) — constant relative motion; invariance of (c). |
Unambiguous Concepts — relativity removes frame ambiguity for linear motion |
| 4 |
( — Expansion Gate |
$\displaystyle \sqrt{\frac{d^2E_x}{dt^2}}$ |
2nd derivative → acceleration / curvature |
General Relativity |
Acceleration as curvature; gravity as geometry; local inertial frames. |
Self-similarity / Machian coupling — local curvature mirrors global distribution |
| 5 |
O₂ — Egress |
$\displaystyle \int E_x,dt + \epsilon_x t + C_x$ |
Integral → closure / reintegration |
Cosmological Unification / Unified Field Aspiration |
Reintegration of energy across spacetime; closure of the theory back into the world. |
Concepts → Distinctions (loop) — theory returns to re-ground observation; completes the fractal cycle |
Compact Flow (exact order you specified)
\[(E, x) \rightarrow E(t \mid x) + \epsilon \rightarrow \frac{dE_x}{dt} \rightarrow \frac{d^2E_x}{dt^2} \rightarrow \int E_x\,dt + \epsilon_{xt} + C_x\]