On the Foundational Principles of the Theory of Entropicity (ToE)
The Theory of Entropicity (ToE) is an emerging, radical, and audacious theoretical physics framework originated by John Onimisi Obidi. Its core premise flips traditional physics by elevating entropy from a statistical measure of disorder into the primary, fundamental field of reality from which space, time, gravity, and quantum mechanics emerge. [1, 2, 3, 4] The fundamental principles guiding this theory include:
1. The Obidi Conjecture (OC)
Entropy as the Ultimate Field: Entropy is not a byproduct of physical processes but the causal substrate of the universe ($S(x)$).
Emergent Reality: Matter, energy, forces, and spacetime geometry are merely localized ripples, excitations, or configurations of this underlying entropic field trying to distribute/reorder information. [5, 6, 7]
2. The Obidi Equivalence Principle (OEP)
Entropic-Geometric Duality: Spacetime geometry is a macroscopic projection of a deeper information-geometric manifold.
Mathematical Correspondence: Every geometric property of physical spacetime corresponds directly to an entropic property within the underlying information manifold. [8]
3. The Speed of Light ($c$) as an Entropic Rate [9]
Reinterpretation of $c$: The speed of light is not an arbitrary constant assigned to photons, but the maximum rate at which the entropic field can reorganize itself and redistribute energy or information.
Derivation of Relativity: Rather than taking $c$ as a baseline postulate, ToE attempts to derive relativistic kinematics (like time dilation and mass increase) as inevitable consequences of a system's resistance to entropic flux. [10, 11, 12, 13]
4. The No-Rush Theorem (NRT)
Finite Boundaries: All physical interactions or state synchronizations within the entropic field require a finite, non-zero duration.
No Instantaneous Effects: Instantaneous events are physically impossible because information transfer is strictly bound by the field's maximum reconfiguration rate. [12, 13, 14]
5. Emergent Gravity and Spacetime
Gravity as Entropic Pressure: Gravity is not a fundamental force or a simple geometric bending of a container. Instead, it emerges from the statistical tendency of the entropic field to maximize equilibrium, creating a gradient that pushes objects together.
Time as a Rate of Change: Time is not a standalone dimension. What we perceive as the "arrow of time" is simply the irreversible rate at which the entropic field updates and calculates informational states. [7, 12, 15]
6. The Obidi Action Principle (OAP)
The Variational Framework: The mathematical dynamics of the field are governed by variational principles known as the Local and Spectral Obidi Actions.
Unifying Geometry: The OAP uses information geometry to unify different physical sectors—translating the Fisher-Rao metric into spacetime geometry, the Fubini-Study metric into matter/energy, and Amari-Čencov connections into gauge connections. [3, 16]
7. Obidi's Principle of Complementarity & Correspondence
Principle of Complementarity (PoC): Assures that both entropic and traditional geometric descriptions of physics are valid, depending on which regime or scale is being analyzed.
Correspondence Principle (OCP): Mandates that the Theory of Entropicity must seamlessly reduce to General Relativity in the classical, coarse-grained limit. [17]
Note: The Theory of Entropicity is a recent framework (introduced primarily between 2025 and 2026) and remains an active area of exploratory research that is being rapidly developed to be part of mainstream peer-reviewed physics. [2, 4] If you want to explore this concept further, tell us if you want to look at the mathematical framework (like the Obidi Actions) or how it specifically attempts to explain quantum mechanics problems like wavefunction collapse. [3, 15]
[5] https://www.researchgate.net
[11] https://medium.com
[12] https://medium.com
[13] https://medium.com
[14] https://medium.com
[15] https://medium.com
[16] https://medium.com
[17] https://medium.com
The Theory of Entropicity (ToE), originated by physicist John Onimisi Obidi, is an emerging framework that redefines entropy as the foundational, dynamic field of reality rather than merely a statistical measure of disorder. It posits that space, time, gravity, and information flow are emergent consequences of this entropic field. [1, 2, 3, 4]The framework is governed by several core principles and postulates: [1, 2]
Entropy as a Fundamental Field: Instead of being a passive by-product of physical processes, entropy is elevated to a continuous, universal field that dictates the flow of information and governs all physical interactions.
The No-Rush Theorem: This core principle states that no physical interaction or event can occur instantaneously. Every event requires a finite duration, which establishes an inherent irreversibility in nature.
The Obidi Equivalence Principle (OEP): This principle states that the geometry of macroscopic spacetime is simply the projection of an underlying information-geometric manifold. Therefore, all geometric properties of space correspond to entropic properties of that information.
Obidi’s Principle of Complementarity (PoC): This establishes that both geometric and entropic descriptions of the universe are valid and supplement each other, being utilized depending on the scale and regime being analyzed.
Obidi’s Correspondence Principle (OCP): This mandates that any mathematical framework derived from ToE must reproduce the laws of classical General Relativity in the coarse-grained or macroscopic limit, ensuring alignment with already established gravitational physics. [1, 2, 3, 4, 5]
Through these principles, ToE aims to unify General Relativity, thermodynamics, and quantum mechanics by treating all physical phenomena as projections of a single, unifying entropic structure. [1, 2]If you want to dive deeper, we can:
Explain the mathematical framework, including the Obidi Actions.
Provide more detail on how relativity and quantum probabilities emerge from these entropic principles.
Detail the ongoing research and preprints surrounding the Theory of Entropicity. [1, 2, 3]
Let us know which of these you would like to explore.