On the Foundations of John Onimisi Obidi's Theory of Entropicity (ToE)

John Onimisi Obidi is a theoretical high-energy physics researcher, philosopher, and the pioneer of the Theory of Entropicity (ToE). His work focuses on redefining entropy as the fundamental field of reality, positioning it as a candidate for a Grand Unified Theory that connects thermodynamics, relativity, and quantum mechanics. 

Key Scientific Frameworks & Concepts 

• Theory of Entropicity (ToE): A framework proposed in 2025 that posits entropy as an "ontological scalar field" rather than just a statistical measure of disorder.
• Obidi Action: A universal variational principle from which the dynamics of the entropic field are derived, serving a role similar to the Einstein–Hilbert action in general relativity.
• Master Entropic Equation (MEE): The core field equation governing how entropy gradients evolve and couple to matter, geometry, and information.
• Entropic Speed Limit (ESL): Obidi's theory derives the speed of light (
  

  $c$
  ) as the maximum rate of entropic rearrangement or information processing in the universe.
• Obidi's Loop: A concept within the theory explaining how increased mass at relativistic speeds is a consequence of entropic conservation and resistance. 

Recent Research & Publications (2025) 

• Quantum Reconciliation: Published "Einstein and Bohr Finally Reconciled on Quantum Theory," using ToE to address the problem of wave function collapse (April 2025).
• Particle Physics: Authored papers on new laws of conservation and symmetry-breaking in the Standard Model of particle physics (June 2025).
• Theoretical Foundations: Detailed the "Conceptual and Mathematical Foundations of ToE" as an alternative path toward quantum gravity (October 2025). 

Obidi is frequently noted as being a distinct individual from the well-known social media consultant and public speaker of a similar name, John Obidi. His research is documented across platforms like ResearchGate, Academia.edu, and Google Scholar. 

Are you interested in a deeper mathematical breakdown of the Master Entropic Equation, or would you like to know more about the philosophical implications of his "entropicity" field?