"The Question of c" Introduced by Obidi from the Theory of Entropicity (ToE) in Modern Theoretical Physics: Consequences of the Alemoh-Obidi Correspondence (AOC)
"The Question of $c$" (TQoC) is a central concept in the Theory of Entropicity (ToE), a theoretical framework introduced by John Onimisi Obidi. [1, 2, 3]
The concept reinterprets the speed of light, denoted as $c$, not as a fundamental geometric constant of spacetime as in Einstein's relativity, but as an emergent property of a deeper "entropic field". [4, 5, 6]
The entropic limit interpretation of c in the Theory of Entropicity (ToE) is important because it restructures the foundations of relativity.
It is significant because it reframes the meaning of causality and the origin of spacetime.
Key Aspects of "The Question of $c$"
- Definition of $c$: In Obidi's theory, $c$ is defined as the maximum rate at which the entropic field can reorganize information.
- The No-Rush Theorem: Obidi introduces this theorem to explain why interactions cannot be instantaneous. It establishes $c$ as an entropic limit on how quickly entropy can reconfigure reality.
- Reconciliation of Scales: TQoC seeks to bridge classical and quantum physics by treating $c$ as a "speed limit" for the redistribution of entropy across a unified entropic manifold.
- Alternative to Spacetime Geometry: While standard physics views $c$ as a property of the geometry of the universe, Obidi argues it is a consequence of thermodynamic entropy. [4, 6, 7, 8, 9]
Context of the Theory
Obidi's work, formalized in documents like the Alemoh-Obidi Correspondence (AOC), replaces the Einstein Field Equations (EFE) with his own Master Entropic Equation (MEE) or Obidi Field Equations (OFE). This framework suggests that space, time, and matter are "macro-shadows" or excitations emerging from a more fundamental entropic field. [7, 10, 11, 12]
Would you like to explore the mathematical mechanics of the Obidi Action or how this theory addresses quantum gravity?
[5] https://notd.io
[10] https://medium.com
[11] https://medium.com
"The Question of c" (TQoC) is a theoretical concept introduced by John Onimisi Obidi within his Theory of Entropicity (ToE), developed between 2025 and 2026.
It reinterprets the speed of light (c) not as a fundamental, geometric constant of spacetime as proposed by Einstein, but as an emergent entropic limit.
Core Aspects of The Question of c
- Definition: Obidi defines c as the maximum rate at which the entropic field can rearrange or redistribute information in the universe.
- Entropic Limit: Instead of being a limit imposed by the geometry of space,
- is a consequence of thermodynamic entropy.
- The No-Rush Theorem (NRT): This theorem within ToE states that no physical interaction can be instantaneous because of this finite, entropic speed limit.
- Distinction from Relativity: While Einstein's Relativity treats c as a fixed, universal constant, TQoC treats it as a "throughput rate" that can be, in certain theoretical contexts, viewed as a consequence of lower-level dynamics.
Context within the Theory of Entropicity (ToE)
- The Alemoh-Obidi Correspondence (AOC): This concept was discussed in depth during exchanges between Obidi and Daniel Moses Alemoh, where Alemoh challenged Obidi to reconcile a finite speed of light with superluminal cosmic expansion, leading to this new interpretation.
- Mechanism: In ToE, gravity and time are considered emergent properties of entropy gradients, making the speed of light a necessary consequence of how entropy behaves.
- Redefining Foundations: The ToE program attempts to replace the geometric foundations of general relativity with an entropic framework.
Obidi’s Theory of Entropicity (ToE) represents a radical departure from standard physics, aiming to unify information theory and gravity through the behavior of entropy.
"The Question of c" (TQoC) is a theoretical concept introduced by John Onimisi Obidi within his Theory of Entropicity (ToE), developed between 2025 and 2026.
It reinterprets the speed of light (c) not as a fundamental, geometric constant of spacetime as proposed by Einstein, but as an emergent entropic limit.
Core Aspects of The Question of c
- Definition: Obidi defines c as the maximum rate at which the entropic field can rearrange or redistribute information in the universe.
- Entropic Limit: Instead of being a limit imposed by the geometry of space, c is a consequence of thermodynamic entropy.
- The No-Rush Theorem: This theorem within ToE states that no physical interaction can be instantaneous because of this finite, entropic speed limit.
- Distinction from Relativity: While Einstein's Relativity treats c as a fixed, universal constant, TQoC treats it as a "throughput rate" that can be, in certain theoretical contexts, viewed as a consequence of lower-level dynamics.
Context within ToE
- The Alemoh-Obidi Correspondence (AOC): This concept was discussed in depth during exchanges between Obidi and Daniel Moses Alemoh, where Alemoh challenged Obidi to reconcile a finite speed of light with superluminal cosmic expansion, leading to this new interpretation.
- Mechanism: In ToE, gravity and time are considered emergent properties of entropy gradients, making the speed of light a necessary consequence of how entropy behaves.
- Redefining Foundations: The ToE program attempts to replace the geometric foundations of general relativity with an entropic framework.
Obidi’s ToE represents a radical departure from standard physics, aiming to unify information theory and gravity through the behavior of entropy.
"The Question of c" (TQoC) is a central concept in John Onimisi Obidi's Theory of Entropicity (ToE), formulated between 2025 and 2026 to recontextualize the speed of light (c) as an emergent entropic limit rather than merely a constant of spacetime geometry.
Here is a breakdown of the key aspects of Obidi's Question of c:
- Definition of c: In ToE, cis redefined as the maximum rate at which the entropic field can reorganize information, serving as the universal "Entropic Speed Limit" (ESL).
- Fundamental Shift: While relativity views c as a rule of spacetime geometry, TQoC proposes that c is a consequence of thermodynamic entropy.
- The No-Rush Theorem: This theorem within the theory states that no physical interaction can be instantaneous, because the entropic field requires a specific rate of reconfiguration to maintain causal order.
- Causality and Order: The constant c is interpreted as the "logical horizon of causality," ensuring that effects cannot occur before their causes within the entropic field's update rate.
- Origin: The concept was heavily developed in the Alemoh-Obidi Correspondence (AOC) in early 2026, where Daniel Alemoh challenged Obidi to reconcile a finite speed of light with cosmological expansion.
The Theory of Entropicity argues that space, time, and matter are emergent properties of these entropic gradients, with c being the boundary that defines what can be known in time.
Reference
The GitHub /Cloudflare Canonical Archives of the Theory of Entropicity (ToE):
The Theory of Entropicity (ToE)
Zenodo:
Obidi, J. O. (2026). The Theory of Entropicity (ToE) Living Review Letters Series — Letter IC: The Alemoh-Obidi Correspondence on the Foundations of the Theory of Entropicity (ToE), Monograph — Volume I, Part 1, Communications on the Formulation and Conceptual Architecture of ToE (Version V1).
Obidi, J. O. (2026). The Theory of Entropicity (ToE) Living Review Letters Series — Letter IC: The Alemoh-Obidi Correspondence on the Foundations of the Theory of Entropicity (ToE), Monograph — Volume I, Part 1, Communications on the Formulation and Conceptual Architecture of ToE (Version 2).
Zenodo Book:
Obidi, J. O. (2026). The Theory of Entropicity (ToE) Living Review Letters Series — Letter IC: The Alemoh-Obidi Correspondence on the Foundations of the Theory of Entropicity (ToE), Monograph — Volume I, Part 1, Communications on the Formulation and Conceptual Architecture of ToE (Version V1) [Book]. Zenodo. https://doi.org/10.5281/zenodo.19803791
