John Onimisi Obidi and the Creation of the Theory of Entropicity (ToE)

Last Updated: Friday, February 6, 2026

John Onimisi Obidi is a theoretical physicist and independent researcher known primarily as the creator of the Theory of Entropicity (ToE), a framework proposed in the mid-2020s. 

His work is distinct from the Nigerian social media consultant and entrepreneur of a similar name. 

The Theory of Entropicity (ToE) 

Obidi’s research focuses on redefining entropy not as a statistical measure of disorder, but as a fundamental, dynamic physical field. 

Obidi's Theory of Entropicity (ToE) reinterprets fundamental physical phenomena through the lens of entropy.

Key Contributions:

1. Theory of Entropicity (ToE):
   • The ToE treats entropy as a fundamental dynamical field that underlies all physical interactions.
   • This theory aims to link thermodynamics, relativity, and quantum mechanics, offering a unified perspective on previously distinct areas of physics.
   • It provides insights into quantum measurement, wave function collapse, and state transitions, suggesting these processes are governed primarily by entropic dynamics.
   • Proposed and published in February 2025, it has been highlighted as a conceptual framework attempting to reconcile classical and quantum principles.
2. Academic and Research Profile:
   • Obidi’s research positions him at the interface of engineering, theoretical physics, and philosophy of science.
   • He is recognized for advocating an entropic foundation as a unifying principle across physics and nature.
   • He maintains a presence on professional platforms like Google Scholar, ORCID, and Authorea, IJCSRR, Academia, ResearchGate, OSF, SSRN, Cambridge University Open Engage, GitHub, etc. for sharing research outputs and theoretical developments.
3. Philosophical Implications:
   • Beyond technical applications, his work reframes entropy as an active driver of physical reality, potentially influencing how phenomena from microscopic quantum events to macroscopic thermodynamic processes are understood.

Key components of his theory include: 

• Unification of Physics: ToE aims to unify general relativity, quantum mechanics, and thermodynamics by treating the "entropic field" as the causal substrate of reality.
• The Obidi Action: A variational principle developed to define the dynamics of this proposed entropic field, analogous to the Einstein–Hilbert action in general relativity.
• The Master Entropic Equation (MEE): A core mathematical framework used to derive physical constants, such as the speed of light, as inevitable consequences of entropic field dynamics.
• Obidi Curvature Invariant (OCI): A concept defined by the value
  

  $\ln 2$
  , which he posits as the "quantum of distinguishability" or the minimal threshold for observable physical change. 

Academic and Professional Profile 

• Independent Research: Obidi operates as an independent consultant and researcher, often publishing through open-access and preprint platforms like ESS Open Archive, ResearchGate, and Cambridge Open Engage.
• Publications: His papers frequently explore topics like quantum gravity, quantum entanglement, and holographic entropy.
• Community Presence: He maintains a significant presence on Medium, where he provides simplified explanations and philosophical context for his mathematical theories. 

John Onimisi Obidi is primarily recognized for creating the Theory of Entropicity (ToE), a pioneering attempt to unify thermodynamic, relativistic, and quantum principles via an entropic framework. His work spans both technical research in physics and philosophical exploration of entropy as a governing field in nature.

Would you like to explore a summary of a specific paper on the Theory of Entropicity (ToE) or more information on his philosophical views regarding the nature of reality?

The Holographic Principle Explained by the Theory of Entropicity (ToE)

The Theory of Entropicity (ToE), formulated by John Onimisi Obidi, explains holography by positing that entropy, 

$S\left(x\right)$

, is not merely a measure of disorder, but the fundamental, dynamic, physical field from which spacetime, geometry, and physical laws emerge. Instead of treating holography as a specialized correspondence between a bulk and a boundary, ToE interprets it as a direct consequence of entropic information being encoded in the boundary behavior of this universal entropic field. 

Here is how ToE explains holography: 

• Entropy as the Fundamental Substrate: ToE redefines reality as an entropic, rather than geometric, system. It posits that information content within a 3D bulk volume is encoded in the 2D boundary surface, not as a purely spatial arrangement, but as an encoding within the "boundary behavior of the entropic field" (
  

  $S\left(x\right)$
  ).
• Geometric Emergence (Entropic Holography): ToE proposes that spatial geometry arises from gradients in the entropy field, with higher-order entropic curvature corrections (denoted by
  

  $\alpha$
  ) dictating the relationship between area and entropy. The holographic entropy bound is thus a direct result of this entropic field geometry, where the maximum entropy (
  

  $S_{Holo}$
  ) in a region is
  

  $k_B{c}^{3}A/4G\hslash$
  multiplied by a correction factor.
• Reinterpreting AdS/CFT: ToE considers conventional holography (such as AdS/CFT) as a specialized, lower-dimensional "shadow" or subset of a deeper,, more comprehensive entropic field theory. ToE goes beyond simple AdS/CFT, providing a framework for "Entropic Holographic Quantum Gravity" (HQEG) that operates in a 5D bulk, treating gravity and quantum mechanics as emergent from this entropic flow.
• Dynamic Information Flow: The theory uses the "Obidi Action" (a variational principle) to show that what we perceive as 3D gravity is an emergent manifestation of 2D entropy flow and "entanglement," which acts as a "boundary manifestation" of the deeper entropic dynamics.
• The No-Rush Theorem: ToE links holography to causality via the "No-Rush Theorem," which dictates that information cannot be processed faster than the entropic field can redistribute it, setting a "maximum entropic rearrangement rate" (
  

  $c_E$
  ) that corresponds to the speed of light. 

In summary, ToE interprets the holographic principle as a consequence of the universe being an "accounting mechanism" for entropy, where the 3D world is generated by the 2D boundary encoding of the underlying entropic field.