On the Ideological and Conceptual Simplicity and Yet Mathematical Complexity of the Theory of Entropicity (ToE)
The Theory of Entropicity (ToE), primarily developed by the Nigerian-born philosopher, physicist and researcher, John Onimisi Obidi, as of 2025—2026, is based on a simple conceptual idea but involves complex mathematical foundations.
- Entropy as a Field: Rather than being just a measure of disorder, entropy is a fundamental, physical field (the Entropic Field) that shapes space, time, and gravity.
- The "No-Rush Theorem": A key simple rule stating that God or nature cannot be rushed (G/NCBR); all physical processes must have a finite, non-zero duration because entropy redistribution takes time.
- Unified Cause: Relativistic effects like mass increase, time dilation and the speed of light are explained as real physical consequences of this entropic field's constraints, rather than just being a result of perspective.
- Non-Classical Framework: It moves away from classical differential geometry to use information geometry and non-equilibrium thermodynamics.
- Advanced Formalisms: It utilizes complex tools like Amari–Čencov α-connections and Rényi/Tsallis non-extensive entropy formalisms to link information flow to spacetime curvature.
- Iterative Logic: Unlike Einstein's equations, which often yield closed-form solutions, the Master Entropic Equation (MEE) — the Obidi Field Equations (OFE) — of ToE is typically solved through iterative, highly computational, self-correcting algorithms.
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