What is the Kolmogorov-Obidi Lineage (KOL)?

The **Kolmogorov-Obidi Lineage (KOL)** is a foundational framework in the Theory of Entropicity that links Kolmogorov-style information theory with Obidi’s entropy-based physics program. It is described as a “master correspondence” structure that maps earlier information-theoretic and gravitational ideas into the Theory of Entropicity, with the Obidi Action serving as the central unifying principle [1][2].

## Formalized version

KOL can be described as a conceptual lineage that treats entropy and information as the organizing basis of physical law, rather than as secondary descriptors. In the source material, it is associated with a correspondence table, an entropic wave equation, and a broader attempt to unify quantum, gravitational, and information-theoretic structures under one entropic framework [1][2].

## Wiki-style version

**Kolmogorov-Obidi Lineage (KOL):** A theoretical framework within the Theory of Entropicity that connects Kolmogorov-inspired information concepts to Obidi’s entropic physics, aiming to unify entropy, information, quantum behavior, and gravity through a single correspondence structure [1][2].

Would you like me to turn this into a **HandWiki-style intro paragraph** or a **more technical definition with equations**?

On Obidi's "The Question of c" and the Resolution to Cosmic Expansion in the Theory of Entropicity (ToE)

 

In the context of the Theory of Entropicity (ToE), formulated by John Onimisi Obidi, "The Question of c" (TQoC) refers to a fundamental reinterpretation of the speed of light, $c$. [1, 2]

What is the "Question of c"?

Rather than viewing $c$ as a geometric constant of spacetime (as in Einstein's Relativity), Obidi's framework treats it as an emergent entropic limit. It addresses the "why" behind the universal speed limit, positing that $c$ is the maximum rate at which the "entropic field" can reconfigure information. [1, 3, 4, 5]

Key Concepts in Obidi's Derivation

• Entropy-First Cosmology: Spacetime and matter are not fundamental; they emerge from gradients in a dynamical entropic field, $S(x)$.
• The No-Rush Theorem: This principle states that no physical interaction can be instantaneous because information redistribution has a finite throughput rate—this rate is $c$.
• Relativity as an Inevitability: Effects like time dilation and length contraction are seen as "entropic resistance" (ERP) when systems attempt to reconfigure at speeds approaching this fundamental limit.
• Cosmic Expansion: One of the critical debates in the Alemoh-Obidi Correspondence (AOC) involved reconciling a finite $c$ with superluminal cosmic expansion, leading to a distinction between local signal propagation and global manifold growth. [4, 5, 6, 7, 8, 9, 10]

Detailed papers on these derivations, including the Master Entropic Equation (MEE) and the Obidi Action, can be found in his collected works. [11, 12]

Are you interested in the mathematical mechanics of the Obidi Action or how this theory specifically addresses quantum entanglement?

 

[1] https://www.cambridge.org

[2] https://medium.com

[3] https://medium.com

[4] https://medium.com

[5] https://medium.com

[6] https://client.prod.orp.cambridge.org

[7] https://medium.com

[8] https://medium.com

[9] https://www.cambridge.org

[10] https://medium.com

[11] https://independent.academia.edu

[12] https://www.researchgate.net

 

"Obidi's Question of c" (often abbreviated as TQoC) refers to a central theoretical challenge formulated by John Onimisi Obidi within his Theory of Entropicity (ToE), which was developed through a series of correspondences with Daniel Moses Alemoh between 2024 and 2026. [1, 2, 3]

The question challenges the traditional Einsteinian view of the speed of light (\(c\)) as a fundamental geometric constant of spacetime, proposing instead that it is an emergent, finite limit dictated by entropy. [1, 2]

Key aspects of "The Question of c" in the Theory of Entropicity include:

• Entropy-First Cosmology: Rather than light defining spacetime, Obidi proposes that entropy is the primary field from which spacetime and matter emerge.
• Definition of c: The speed of light is defined as the maximum rate at which the entropic field can reconfigure information, also known as the Entropic Speed Limit (ESL) or Entropic Time/Transmission/Transformation Limit (ETL).
• The "No-Rush" Theorem: Obidi’s theory suggests that physical interaction cannot be instantaneous; it must respect the time needed for entropic reconfigurations.
• Resolution to Cosmic Expansion: The theory distinguishes between local signal propagation (limited by \(c\)) and the global evolution of the entropic manifold to resolve issues regarding superluminal expansion. [1, 2, 3, 4, 5]

This framework reinterprets relativistic effects—such as time dilation and mass increase—not as distortions of a geometric grid, but as "entropic resistance" (ERP) when systems are forced to reorganize too quickly. [1]

 

Would you like to know more about the mathematical mechanics of the Obidi Action or see a comparison with Einstein's theory of relativity?

 

 

The Long Path from Kolmogorov to Obidi: A New Principle and Path of Least Action in the Theory of Entropicity (ToE)

 

The relationship between John Onimisi Obidi and Andrey Kolmogorov is defined by the Kolmogorov–Obidi Lineage (KOL), an intellectual framework that connects Kolmogorov’s foundational work in probability and information theory to Obidi’s 2025 Theory of Entropicity (ToE). [1, 2]

The Kolmogorov–Obidi Lineage (KOL)

This lineage traces the evolution of mathematical concepts from Kolmogorov’s 1933 probability axioms to Obidi’s modern theoretical physics frameworks. Key components include: [3, 4]

• The Obidi Action: A central tenet in the ToE that treats all information-theoretic quantities from the KOL as limiting cases.
• Derivation of Axioms: Obidi provides a rigorous derivation of Kolmogorov’s probability axioms and Shannon entropy from the Obidi Action, positioning probability as a conservation law.
• The Alemoh–Obidi Correspondence (AOC): A series of intellectual exchanges (2024–2026) between Obidi and mathematician Daniel Alemoh that further solidified this lineage within modern theoretical physics. [1, 5, 6, 7, 8]

Foundations and Evolutions

While Andrey Kolmogorov (1903–1987) is celebrated for establishing modern probability theory and Kolmogorov complexity, Obidi’s work seeks to "elevate" these concepts by integrating entropy into a unified physical ontology. [2, 9, 10]

• Information to Entropicity: Obidi’s "The Road from Kolmogorov" series explores the transition from information as a mathematical concept to entropy as a fundamental physical driver.
• Physical Emergence: Obidi uses the KOL to address complex problems like the emergence of spacetime and the Question of c (TQoC), reinterpreting the speed of light as an entropic limit. [2, 7, 9]

Would you like to explore the specific mathematical derivations of Kolmogorov's axioms within the Theory of Entropicity?

 

[1] https://notd.io

[2] https://medium.com

[3] https://notd.io

[4] https://www.youtube.com

[5] https://www.researchgate.net

[6] https://medium.com

[7] https://medium.com

[8] https://www.cambridge.org

[9] https://client.prod.orp.cambridge.org

[10] https://www.youtube.com

 

 

John Onimisi Obidi’s "Theory of Entropicity (ToE)" (2025/2026) extends the foundational work of Andrey Kolmogorov, aiming to bridge Kolmogorov's probability axioms with a new entropy-driven cosmology. While Kolmogorov (1903-1987) established rigorous probability theory and complexity, Obidi uses those principles to derive a new "Theory of Entropicity (ToE)". [1, 2, 3, 4, 5]

 

Key Connections & Distinctions

• Kolmogorov’s Foundation: Kolmogorov revolutionized mathematics by formalizing probability with axioms in 1933. He also developed Kolmogorov complexity, which measures the complexity of individual objects.
• Obidi’s Extension: John Onimisi Obidi builds upon this legacy, particularly by reviewing Kolmogorov's probability and Shannon entropy.
• Theory of Entropicity (ToE): Obidi’s work, as mentioned in, attempts to establish a new foundational theory that uses entropy to explain physical reality, such as the emergence of spacetime and the speed of light (\(c\)) as an "entropic limit," as discussed in.
• The Lineage: The work is framed as a "road from Kolmogorov to the foundations of the Theory of Entropicity," evolving from information as probability to a broader theory of entropy. [1, 2, 3, 4, 5, 6, 7, 8]

 

If you would like to dive deeper, we can provide you with information on:

• The specifics of Obidi's Theory of Entropicity.
• Kolmogorov's foundational work in probability and complexity.
• Specific applications of these theories in physics or computer science.

A Brief Explanation of the Kolmogorov-Obidi Correspondence (KOC) in the Theory of Entropicity (ToE): From Algorithmic Information Complexity to the Entropic Theory of Fields 

In the Theory of Entropicity (ToE), the Kolmogorov–Obidi Correspondence (KOC)—often referred to as the Kolmogorov–Obidi Master Correspondence Table—serves as a formal mapping that bridges algorithmic information theory and entropic field dynamics. [1]

Originated by John Onimisi Obidi in 2025, the theory elevates entropy from a statistical measure to a fundamental dynamical field ($S(x)$) that governs the universe. The KOC specifically establishes the following: [2, 3]

• Informational to Physical Mapping: It links Kolmogorov Complexity ($K(x)$), which measures the intrinsic information of individual objects, to the Obidi Action, a variational principle that defines how the entropic field evolves in physical spacetime.
• Structure of the Master Table: The correspondence table verifies the compliance of the "Six Pillars" of the theory, aligning mathematical constants and geometric structures with entropic field operators.
• Geodesic Derivation: It provides the mathematical lineage from Kolmogorov’s realization that dynamics generate information to the ToE assertion that entropy generates all dynamics, such as Entropic Geodesics. In this framework, gravity is reinterpreted as the tendency of the entropic field to minimize resistance, replacing traditional metric geodesics.
• Reinterpretation of Constants: The correspondence supports the "No-Rush Theorem," which reinterprets the speed of light ($c$) as the maximum rate at which the entropic field can reorganize information, rather than an arbitrary universal constant. [1, 2, 3, 4, 5]

The Theory of Entropicity (ToE) is currently an emerging proposal in theoretical physics, primarily documented through research papers and preprints on platforms like Encyclopedia MDPI and ResearchGate. [1, 6, 7]

Would you like to see the mathematical formulation of the Obidi Action or more details on the No-Rush Theorem (NRT)?

 

[1] https://www.researchgate.net

[2] https://medium.com

[3] https://medium.com

[4] https://entropicity.github.io

[5] https://medium.com

[6] https://encyclopedia.pub

[7] https://encyclopedia.pub

 

The Kolmogorov-Obidi Correspondence (KOC), often referred to within the broader Kolmogorov-Obidi Lineage (KOL), is a foundational concept in the 2026 Theory of Entropicity (ToE) proposed by John Onimisi Obidi. It represents a bridge between classical algorithmic information theory and modern entropic field theory. 

 

Here is an overview of the KOC within ToE:

 

Context: The Theory of Entropicity (ToE)

ToE proposes that entropy is not a byproduct of disorder, but the fundamental, dynamical field of reality from which gravity, space, time, and matter emerge. In this framework, the Obidi Action (c) acts as a variational principle, where entropy is the primary substrate. 

 

Kolmogorov-Obidi Correspondence (KOC) Explained

The KOC bridges Kolmogorov's algorithmic information complexity with Obidi's entropic field dynamics: 

• Foundation: It links Kolmogorov Complexity (the length of the shortest computer program that produces an object) to the Obidi Action (a variational principle governing the dynamics of the entropy field).
• Significance: It serves as a mathematical correspondence, suggesting that the "bits" of information required to describe a physical state (Kolmogorov) are fundamentally equivalent to the "entropy" needed to generate that state via the Obidi action.
• Evolution: The KOC positions ToE as the natural successor to traditional information-theoretic approaches, moving from "information as a description of objects" to "information as the dynamic substance of reality". 

 

Role in the Theory of Entropicity (ToE)

1. Fundamental Correspondence: It establishes that the minimum description length (Kolmogorov complexity) of a physical process corresponds to the minimal entropic action pathway derived from the Obidi Field equations.
2. Unification: Together with the Obidi Correspondence Principle (OCP), it helps bridge classical information theory, quantum mechanics, and gravity.
3. Consistency: It ensures that ToE remains consistent with classical information theory, treating established probability theories as special, coarse-grained limits of the more general, continuous entropic field. 

If you're interested in the mathematical details, we can explain to you:

• How the Obidi Action (c) connects specifically to information metrics.
• More about the Alemoh-Obidi Correspondence (AOC) mentioned in the documents.
• How ToE differs from Verlinde's Entropic Gravity.

Let us know which of these aligns with your interests.

"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?

 

[1] https://www.cambridge.org

[2] https://encyclopedia.pub

[3] https://encyclopedia.pub

[4] https://medium.com

[5] https://notd.io

[6] https://client.prod.orp.cambridge.org

[7] https://medium.com

[8] https://www.researchgate.net

[9] https://d197for5662m48.cloudfront.net

[10] https://medium.com

[11] https://medium.com

[12] https://www.researchgate.net

 

"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)

https://entropicity.github.io/Theory-of-Entropicity-ToE/

https://entropicity.github.io/Theory-of-Entropicity-ToE/papers/

https://entropicity.github.io/Theory-of-Entropicity-ToE/docs/The-Theory-of-Entropicity-(ToE)-Living-Review-Letters-Series-Letter-IC-The-Alemoh-Obidi-Correspondence-(AOC)-U1_April-26-2026.pdf

https://doi.org/10.13140/RG.2.2.23920.83207

https://doi.org/10.17605/OSF.IO/8JHF2

Zenodo:

https://doi.org/10.5281/zenodo.19803329

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).

Zenodo. https://doi.org/10.5281/zenodo.19803329

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. https://doi.org/10.5281/zenodo.19804619

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

The Question of c — A New Meaning of Light and the Speed of Light Introduced by the Theory of Entropicity (ToE)

In the Theory of Entropicity (ToE), developed by John Onimisi Obidi in 2025, the constant $c$ (the speed of light) is reinterpreted as the maximum rate of entropic rearrangement. Unlike standard Einsteinian relativity, which treats $c$ as a starting postulate (an "unexplained given"), ToE derives its constancy and value as a physical necessity of a universal "entropic field". [1, 2, 3, 4]

Key aspects of the "question of $c$" in this framework include:

• Derivation vs. Postulation: ToE argues that $c$ is not a geometric axiom but a thermodynamic consequence. It emerges from the Master Entropic Equation (MEE), where entropic disturbances are shown to propagate at a characteristic speed $c$ along the null cone of spacetime.
• The "No-Rush Theorem": This core principle (also referred to as G/NCBR—"Nature cannot be rushed") states that all physical interactions require a finite, non-zero time for the entropic field to redistribute and synchronize states. This finite rate of information and energy redistribution is exactly what manifests as the speed of light.
• The "Movie Screen" Analogy: ToE suggests that the entropic field acts like a "movie screen" with an absolute refresh rate ($c$). Observers, clocks, and rulers are themselves "projections" of this field. When an observer moves through the field, their tools (clocks and rulers) are physically altered by "entropic stress," which ensures that any measurement of $c$ remains constant.
• Physical Grounding for Relativity: Relativistic effects like time dilation and length contraction are viewed as physical "entropic resistances" to motion. Moving systems divert entropic resources to maintain structural integrity against "entropic drag," leaving less "budget" for internal clock cycles (time dilation). [4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15]

In summary, the Theory of Entropicity treats light not as the cause of the universal speed limit, but as a "tracer" or "manifestation" of the deepest law of the universe: the finite processing speed of entropy. [16, 17]

Would you like to explore the mathematical foundations of the Master Entropic Equation or see how this theory explains quantum entanglement delays?

 

[1] https://www.authorea.com

[2] https://medium.com

[3] https://encyclopedia.pub

[4] https://www.cambridge.org

[5] https://medium.com

[6] https://encyclopedia.pub

[7] https://www.authorea.com

[8] https://www.cambridge.org

[9] https://medium.com

[10] https://encyclopedia.pub

[11] https://medium.com

[12] https://encyclopedia.pub

[13] https://encyclopedia.pub

[14] https://encyclopedia.pub

[15] https://medium.com

[16] https://medium.com

[17] https://medium.com

 

The Canonical Archives of the Theory of Entropicity (ToE): The GitHub and Cloudflare Archives of the Theory of Entropicity (ToE)

The canonical archive of the Theory of Entropicity (ToE), formulated by John Onimisi Obidi, is located at https://entropicity.github.io/Theory-of-Entropicity-ToE/. [1, 2]

This repository serves as the official, version-controlled repository containing the monograph and foundational writings. The theory, which emerged in 2025-2026, posits that entropy is the fundamental, primary ontological field from which geometry, matter, and spacetime emerge, rather than a derived statistical quantity. [2, 3, 4]

Core Components of the Archive:

• Monograph: The main text presenting the Theory of Entropicity (ToE).
• Concepts: Core definitions including Obidi’s Ontodynamics, Entrodynamics, and the Multi-stage Multi-phase Diffusion Pipeline Model (MSMPDPM).
• Equations: The Master Entropic Equation (MEE), Obidi Action, and Obidi Field Equations (OFE).
• Letters: The "ToE Living Review Letters Series" on platforms like Medium or ResearchGate detailing the theory's foundations. [2, 4, 5, 6]

Other Official Channels:

• Google Live Site: https://theoryofentropicity.blogspot.com
• YouTube Channel: @TheoryofEntropicityToE
• Notion Workspace: Obidi's Foundational Physics Manifesto [1, 7]

The theory is heavily based on information geometry and aims to unify thermodynamics, quantum mechanics, and relativity under a single entropic framework. [8, 9, 10, 11, 12]

Would you like me to help you find specific equations, or rather look for the latest Living Review Letter in the archive?

References 

[1] https://music.youtube.com

[2] https://theory-of-entropicity-toe.pages.dev

[3] https://medium.com

[4] https://medium.com

[5] https://www.researchgate.net

[6] https://www.researchgate.net

[7] https://medium.com

[8] https://medium.com

[9] https://www.cambridge.org

[10] https://www.researchgate.net

[11] https://osf.io

[12] https://link.springer.com

The canonical archive of the Theory of Entropicity (ToE), developed by John Onimisi Obidi, is primarily hosted on GitHub. It is designed to serve as the foundational repository for the theory, which proposes that entropy is the fundamental ontological field from which geometry, matter, and physical laws emerge. 

Key Repository Locations

• Canonical Github Archive: Theory of Entropicity (ToE) GitHub Pages
• Alternative/Mirror Repository: entropicity.github.io
• Blogger Archive: Theory of Entropicity (ToE) Blog 

Contents of the Archive

The archive organizes the development of the theory into several key areas:

• Monograph: The main, structured presentation of the Theory of Entropicity (ToE).
• Concepts: Core definitions and philosophical foundations, including the, "Obidi Conjecture," which states that entropy is the fundamental dynamical field.
• Equations: Mathematical structures, including the "Master Entropic Equation (MEE)" and "Obidi Field Equations (OFE)".
• Papers: Links to formal publications and preprints hosted on platforms such as Cambridge Open Engage, ResearchGate, and Medium.
• Diagrams & Notes: Visual interpretations of entropic gradients and development notes. 

The theory aims to replace the foundational role of spacetime geometry with an "entropic field," with the archive acting as a record of its development beginning in 2025. 

"The Question of c" in the Theory of Entropicity (ToE): Implications of the Alemoh-Obidi Correspondence (AOC) for the Speed of Light and Its Generalized Meaning in Modern Theoretical Physics 

In the Theory of Entropicity (ToE), a framework primarily developed by John Onimisi Obidi in 2025, the constant $c$ is reinterpreted from a geometric postulate into a physical consequence of the universe's fundamental "entropic field". [1, 2]

Instead of treating the speed of light ($c$) as an arbitrary constant of spacetime, ToE defines it as the maximum rate at which the entropic field can reorganize energy and information. [3, 4]

The Reinterpretation of $c$

In standard physics, $c$ is a fixed speed limit. In ToE, $c$ is the "speed of causality" determined by the intrinsic properties of the entropic field, much like the speed of sound is determined by the properties of the air it travels through. [2, 5, 6]

• Maximum Refresh Rate: The theory views the universe as an informational system. $c$ represents the universal "refresh rate" or the fastest possible "entropic handshake" between two systems.
• Constitutive Law: ToE proposes that $c$ is derived from the ratio of two field properties: entropic conductivity ($\chi_0$) and entropic capacity ($C_0$).
  • $\chi_0$ measures how readily entropy flows.
  • $C_0$ measures how much entropy the field can store or resist.
  • The ratio of these two dictates the speed at which disturbances (like light) propagate. [2, 7, 8, 9, 10]

Why Light Moves at $c$

According to ToE, light is not the cause of the speed limit; it is simply a massless manifestation that "saturates" the field's maximum reconfiguration rate. The "speed limit" exists because the entropic field itself cannot be rearranged instantaneously. [2, 7, 11, 12]

Consequences of the Entropic $c$

The theory uses this entropic definition to provide physical mechanisms for effects that Einstein described as geometric: [13, 14]

• The No-Rush Theorem: This core principle states that no interaction can be instantaneous. Every event requires a finite time for the entropic field to redistribute and synchronize states.
• Time Dilation: Moving through the entropic field requires a "budget" of entropy. A moving object uses part of its entropic capacity for motion, leaving less for its internal processes (like a clock ticking), which causes time to slow down.
• Relativistic Mass: Mass increase is seen as Entropic Resistance (ERP). As an object approaches $c$, the "entropic gradient" it faces becomes steeper, requiring near-infinite entropy to move faster. [2, 5, 15, 16, 17]

Would you like to explore the mathematical framework (such as the Master Entropic Equation) or how this theory attempts to unify gravity and quantum mechanics?

 

[1] https://medium.com

[2] https://medium.com

[3] https://medium.com

[4] https://encyclopedia.pub

[5] https://encyclopedia.pub

[6] https://www.vaia.com

[7] https://medium.com

[8] https://medium.com

[9] https://encyclopedia.pub

[10] https://medium.com

[11] https://medium.com

[12] https://medium.com

[13] https://encyclopedia.pub

[14] https://www.cambridge.org

[15] https://encyclopedia.pub

[16] https://encyclopedia.pub

[17] https://medium.com

 

In the Theory of Entropicity (ToE), a framework primarily developed by John Onimisi Obidi in 2025, the constant $c$ is reinterpreted from a geometric postulate into a physical consequence of the universe's fundamental "entropic field". [1, 2]

Instead of treating the speed of light ($c$) as an arbitrary constant of spacetime, ToE defines it as the maximum rate at which the entropic field can reorganize energy and information. [3, 4]

The Reinterpretation of $c$

In standard physics, $c$ is a fixed speed limit. In ToE, $c$ is the "speed of causality" determined by the intrinsic properties of the entropic field, much like the speed of sound is determined by the properties of the air it travels through. [2, 5, 6]

• Maximum Refresh Rate: The theory views the universe as an informational system. $c$ represents the universal "refresh rate" or the fastest possible "entropic handshake" between two systems.
• Constitutive Law: ToE proposes that $c$ is derived from the ratio of two field properties: entropic conductivity ($\chi_0$) and entropic capacity ($C_0$).
  • $\chi_0$ measures how readily entropy flows.
  • $C_0$ measures how much entropy the field can store or resist.
  • The ratio of these two dictates the speed at which disturbances (like light) propagate. [2, 7, 8, 9, 10]

Why Light Moves at $c$

According to ToE, light is not the cause of the speed limit; it is simply a massless manifestation that "saturates" the field's maximum reconfiguration rate. The "speed limit" exists because the entropic field itself cannot be rearranged instantaneously. [2, 7, 11, 12]

Consequences of the Entropic $c$

The theory uses this entropic definition to provide physical mechanisms for effects that Einstein described as geometric: [13, 14]

• The No-Rush Theorem: This core principle states that no interaction can be instantaneous. Every event requires a finite time for the entropic field to redistribute and synchronize states.
• Time Dilation: Moving through the entropic field requires a "budget" of entropy. A moving object uses part of its entropic capacity for motion, leaving less for its internal processes (like a clock ticking), which causes time to slow down.
• Relativistic Mass: Mass increase is seen as Entropic Resistance (ERP). As an object approaches $c$, the "entropic gradient" it faces becomes steeper, requiring near-infinite entropy to move faster. [2, 5, 15, 16, 17]

Would you like to explore the mathematical framework (such as the Master Entropic Equation) or how this theory attempts to unify gravity and quantum mechanics?

 

[1] https://medium.com

[2] https://medium.com

[3] https://medium.com

[4] https://encyclopedia.pub

[5] https://encyclopedia.pub

[6] https://www.vaia.com

[7] https://medium.com

[8] https://medium.com

[9] https://encyclopedia.pub

[10] https://medium.com

[11] https://medium.com

[12] https://medium.com

[13] https://encyclopedia.pub

[14] https://www.cambridge.org

[15] https://encyclopedia.pub

[16] https://encyclopedia.pub

[17] https://medium.com

 

 

In the Theory of Entropicity (ToE), originated by John Onimisi Obidi in 2025, the "question of c" (the speed of light) is reinterpreted from an unexplained postulate into a derived consequence of thermodynamics. 

The ToE moves beyond treating entropy as a passive measure of disorder, defining it instead as a fundamental, dynamic field that permeates the universe. 

The Core Reinterpretation of c

• Maximum Rate of Realignment: ToE proposes that c is the maximum rate at which the universal Entropic Field can reconfigure or redistribute energy and information.
• Light as a Symptom: Light is not deemed to "travel" in the traditional sense, but rather acts as the visible manifestation of this entropic rearrangement speed.
• The "No-Rush Theorem": A foundational principle in ToE stating that "nature cannot be rushed"—no physical interaction or information transfer can exceed the rate at which the entropic field updates. 

ToE vs. Einstein's Relativity

Where Einstein took the constancy of the speed of light (c) as a postulate to build his theory, the Theory of Entropicity (ToE) attempts to derive this constancy as a thermodynamic law. 

Concept	Relativity (ToR)	Theory of Entropicity (ToE)
Speed of Light (c)	A fundamental, postulated universal constant.	The maximum rate of entropic reconfiguration (an emergent property).
Why c is a Limit	Axiom of nature.	"No-Rush Theorem": The entropic field has a maximum processing speed.
Relativistic Effects	Kinematic necessity of space/time geometry.	Entropic resistance to motion; energy is used up to move, leaving less for internal time.

Implications of ToE on 

• Causality Enforcement: The finite rate of entropic redistribution (c) ensures that effects cannot occur before their causes, maintaining consistent causality.
• Entropic Resistance: Moving through the entropic field causes "entropic drag," which explains why objects with mass cannot reach c. As speed nears c, entropic costs become prohibitive.
• Redefining Gravity: Entropic Gravity implies that gravity is not a force but a result of entropic gradients (pressure) in the field that also propagate at c.

In summary, the Theory of Entropicity (ToE) claims that is the "heartbeat of existence"—the universal rhythm of entropic change, rather than just the speed of a photon, as described in this Encyclopedia.pub entry. 

 

 

In the Theory of Entropicity (ToE), developed by John Onimisi Obidi (2025), the question of c is a fundamental reinterpretation of the speed of light. Instead of treating c as an arbitrary, fundamental constant of spacetime geometry (as in Special Relativity), ToE derives c as an emergent, thermodynamic property of the entropic field. 

Here is a breakdown of the question of c within this framework:

1. From Postulate to Entropic Limit

• Einstein's View: c is a postulate—the maximum speed for all massless signals, taken as a foundational axiom of the universe's geometry.
• ToE View: c is the maximum rate at which the "Entropic Field"—the fundamental, physical substrate of the universe—can reorganize itself to redistribute energy and information.
• The "No-Rush Theorem": ToE proposes that nature "cannot be rushed," forbidding superluminal (faster-than-light) processes because entropic realignment takes finite, non-zero time. 

2. Light as a "Tracer" of Entropy

• In ToE, the speed of light is not about photons themselves, but about the speed at which entropic changes propagate.
• Light is merely the visible manifestation of this maximum speed of entropic reconfiguration.
• The "speed of light" is reinterpreted as the "fastest possible entropic handshake". 

3. Relativity as Entropic Inevitability

• Mass Increase/Time Dilation: These are reinterpreted as physical entropic resistances to motion. Moving through the entropic field requires the reconfiguration of the field; as velocity approaches c, this "entropic cost" diverges.
• Constant Speed: The invariance of c
•  is a thermodynamic consequence of the entropic field’s "null cone," rather than a geometric given. 

Summary of the "Question of C" in ToE

Feature	Einsteinian Relativity (ToR)	Theory of Entropicity (ToE)
Status of c	Fundamental Postulate	Emergent Thermodynamic Law
Origin of c	Geometry of Spacetime	Entropic Field Dynamics
Meaning of c	Max speed of light	Max rate of information update
What is c?	A universal constant	"Entropic Cost of Motion" limit

Proponents of this recent theory (as of 2025–2026) suggest that this approach reconciles quantum mechanics and relativity by providing a physical, rather than purely geometric, basis for universal constraints.