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Read more about Obidi's Philosophy of Ontological Courage and Paul Tillich's "Courage To Be"
Read more about Obidi's Philosophy of Ontological Courage and Paul Tillich's "Courage To Be"

Obidi's Philosophy of Ontological Courage and Paul Tillich's "Courage To Be"

May 15, 2026
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Read more about Obidi's Philosophy of Ontological Courage and Paul Tillich's "Courage To Be"
Read more about Obidi's Philosophy of Ontological Courage and Paul Tillich's "Courage To Be"
The history of theoretical physics is marked by rare moments when a framework arrives that does not merely extend the existing edifice but proposes to rebuild it from a more fundamental substrate. The Theory of Entropicity (ToE), formulated by John Onimisi Obidi beginning in 2025, represents one such moment of the ontological triadic ARC of Audacity, Radicality, and Courage. It proposes that entropy — long treated as a statistical byproduct of physical processes — is in fact the primary field from which geometry, matter, spacetime, and physical law themselves emerge. This paper examines not merely what the Theory of Entropicity (ToE) claims, but why it appeals: its mathematical economy, its philosophical coherence, its historical depth, and the particular aesthetic satisfaction and elegance it offers to those who find beauty in unification and in the oneness [and unity] of all existence. § Problem of Foundations:Modern physics rests on two magnificent but mutually incompatible Pillars.
Read more about Conceptual, Philosophical, Mathematical Appeal of Theory of Entropicity (ToE)
Read more about Conceptual, Philosophical, Mathematical Appeal of Theory of Entropicity (ToE)

Conceptual, Philosophical, Mathematical Appeal of Theory of Entropicity (ToE)

May 15, 2026
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Read more about Conceptual, Philosophical, Mathematical Appeal of Theory of Entropicity (ToE)
Read more about Conceptual, Philosophical, Mathematical Appeal of Theory of Entropicity (ToE)
Core Principles of ToE Entropy as a Fundamental Field: ToE redefines entropy into an active, continuous field. In this view, all physical phenomena emerge directly from the flow and conservation of this field. Emergent Gravity and Motion: Gravity is not considered a fundamental force, but rather an emergent consequence of entropic gradients created by the distribution of mass. Objects "move" because the entropic field reorganizes itself toward equilibrium. Relativity Derived from Entropy: Rather than postulating kinematic necessities (like the speed of light, time dilation, and length contraction), ToE claims these are entropic inevitabilities. The speed of light is proposed as the universal upper limit for the rate of entropic rearrangement. Mathematical Framework: At its core, the framework introduces the Obidi Action and the Master Entropic Equation (sometimes called Obidi Field Equations), which serve a structural role similar to Einstein’s Field Equations in General Relativity.
Read more about Obidi Curvature Invariant, Kolmogorov-Obidi Lineage, Alemoh-Obidi Correspondence
Read more about Obidi Curvature Invariant, Kolmogorov-Obidi Lineage, Alemoh-Obidi Correspondence

Obidi Curvature Invariant, Kolmogorov-Obidi Lineage, Alemoh-Obidi Correspondence

May 14, 2026
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Read more about Obidi Curvature Invariant, Kolmogorov-Obidi Lineage, Alemoh-Obidi Correspondence
Read more about Obidi Curvature Invariant, Kolmogorov-Obidi Lineage, Alemoh-Obidi Correspondence
This record contains the complete consolidated archive of the Theory of Entropicity (ToE) as published across multiple platforms between Feb. 2025 and Apr. 2026, including all PDFs previously hosted on Figshare. The ZIP file preserves the original versions, publication order, and scientific continuity of the early ToE corpus. The Theory of Entropicity is a developing framework in theoretical physics that places entropy as the ontological primitive of physical reality. Across the Letters and supporting documents, the ToE introduces: the Obidi Action, a variational principle grounded in entropic dynamics the Îș–ρₛ entropic field pair, describing the geometry of entropic flow the Entropic Seesaw Model, explaining emergent stability and asymmetry the Least Entropic Resistance Principle, governing natural evolution derivations connecting entropy to electromagnetism, c, mass, and field propagation This archive includes: All ToE Letters (PDF) — including foundational Letters I, IIA, IIB
Read more about Core Principles and Audacious Inversions of the Theory of Entropicity (ToE)
Read more about Core Principles and Audacious Inversions of the Theory of Entropicity (ToE)

Core Principles and Audacious Inversions of the Theory of Entropicity (ToE)

May 14, 2026
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Read more about Core Principles and Audacious Inversions of the Theory of Entropicity (ToE)
Read more about Core Principles and Audacious Inversions of the Theory of Entropicity (ToE)
The **Alemoh-Obidi Correspondence (AOC)** refers to a series of intellectual communications between **Daniel Moses Alemoh** and **John Onimisi Obidi** regarding the foundations of **theoretical physics** and **philosophy**. [1, 2] # Key Scientific Themes Published in April 2026, the correspondence explores a radical shift from 20th-century physics by focusing on: [3] **Entropic Manifolds:** Treating entropy as a dynamical scalar field rather than just a statistical measure.Fundamental Formulation: Re-examining the mathematical and philosophical foundations used to describe physical reality. **Interdisciplinary Approach:** The dialogue integrates physics with broader philosophical and literary perspectives, as reflected in the work of John Onimisi Obidi. [1, 3, 4] The full details of these discussions are documented in their communications on Medium. [1]
Read more about The Classical Philosophy Behind the Theory of Entropicity (ToE)
Read more about The Classical Philosophy Behind the Theory of Entropicity (ToE)

The Classical Philosophy Behind the Theory of Entropicity (ToE)

May 14, 2026
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Read more about The Classical Philosophy Behind the Theory of Entropicity (ToE)
Read more about The Classical Philosophy Behind the Theory of Entropicity (ToE)
John Onimisi Obidi's departure from Paul Tillich's concept of "The Courage to Be" lies in his exploration of the courage to rethink existence itself. Obidi's Theory of Entropicity (ToE) proposes a radical re-constitution of physical ontology, where entropy is not merely a statistical residue but a fundamental dynamical field. This shift requires a form of conceptual bravery, moving beyond the traditional pillars of modern physics to embrace entropy as the substrate from which all other physical structures emerge. Obidi's work challenges long-standing assumptions about the nature of the universe, suggesting that the universe is structured by entropic curvature rather than geometric or particulate primitives. This reorientation demands a readiness to follow mathematical and logical consequences, even when they overturn deeply held scientific intuitions. Obidi's approach is distinct from Tillich's, who focused on the courage to affirm one's being in the face of existential threats.
Read more about What is the Entropic Accounting Principle (EAP) of Theory of Entropicity (ToE)?
Read more about What is the Entropic Accounting Principle (EAP) of Theory of Entropicity (ToE)?

What is the Entropic Accounting Principle (EAP) of Theory of Entropicity (ToE)?

May 13, 2026
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Read more about What is the Entropic Accounting Principle (EAP) of Theory of Entropicity (ToE)?
Read more about What is the Entropic Accounting Principle (EAP) of Theory of Entropicity (ToE)?
Collected Works on the Evolution of the Foundations of the Theory of Entropicity(ToE) — Establishing Entropy as the Fundamental Field that Underlies and Governs All Observations, Measurements, and Interactions — Volume I — The Conceptual and Philosophical Expositions — (Version 1.0) — (Wednesday, December 31, 2025). John Onimisi Obidi's Epistemological Departure from Paul Tillich's "Courage to Be": Obidi's Ontological Courage in His Willingness and Audacity to Pursue New Research Beyond the Traditional Foundations of Modern Theoretical Physics John Onimisi Obidi's departure from Paul Tillich's concept of "The Courage to Be" lies in his exploration of the courage to rethink existence itself. Obidi's Theory of Entropicity (ToE) proposes a radical re-constitution of physical ontology, where entropy is not merely a statistical residue but a fundamental dynamical field.
Read more about The Theory of Entropicity (ToE) Inaugural Papers and Publications
Read more about The Theory of Entropicity (ToE) Inaugural Papers and Publications

The Theory of Entropicity (ToE) Inaugural Papers and Publications

May 13, 2026
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Read more about The Theory of Entropicity (ToE) Inaugural Papers and Publications
Read more about The Theory of Entropicity (ToE) Inaugural Papers and Publications
This record contains the complete consolidated archive of the Theory of Entropicity (ToE) as published across multiple platforms between Feb. 2025 and Apr. 2026, including all PDFs previously hosted on Figshare. The ZIP file preserves the original versions, publication order, and scientific continuity of the early ToE corpus. The Theory of Entropicity is a developing framework in theoretical physics that places entropy as the ontological primitive of physical reality. Across the Letters and supporting documents, the ToE introduces: the Obidi Action, a variational principle grounded in entropic dynamics the Îș–ρₛ entropic field pair, describing the geometry of entropic flow the Entropic Seesaw Model, explaining emergent stability and asymmetry the Least Entropic Resistance Principle, governing natural evolution derivations connecting entropy to electromagnetism, c, mass, and field propagation This archive includes:
Read more about Explain the Origin of the Speed of Light c Using Theory of Entropicity (ToE)?
Read more about Explain the Origin of the Speed of Light c Using Theory of Entropicity (ToE)?

Explain the Origin of the Speed of Light c Using Theory of Entropicity (ToE)?

May 13, 2026
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Read more about Explain the Origin of the Speed of Light c Using Theory of Entropicity (ToE)?
Read more about Explain the Origin of the Speed of Light c Using Theory of Entropicity (ToE)?
This letter - Letter C in the Letter IIA extract of the Theory of Entropicity (ToE) Living Review Letters Series -provides the complete, rigorous, fully formal derivation of the universal speed of light c from the Obidi Action and the Obidi Field Equations (OFE). The central result is the No-Rush Theorem (Theorem C.2), which establishes that c is the maximum rate of entropic rearrangement on the entropic manifold — a finite, universal, and dynamically determined quantity, not a postulate, and not a tautologically defined constant. The derivation proceeds in six logical steps: (i) the quadratic entropic Lagrangian is established uniquely from five symmetry and consistency constraints; (ii) the Euler-Lagrange equations yield the entropic wave equation; (iii) the wave speed cent = √(Îș/ρS) is identified as a pure ratio of response coefficients; (iv) dimensional analysis and Planck-scale matching derive Îș and ρS independently from first principles; (v) the self-consistency equation is show.
Read more about Mind or Randomness in Evolution
Read more about Mind or Randomness in Evolution

Mind or Randomness in Evolution

May 12, 2026
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Read more about Mind or Randomness in Evolution
Read more about Mind or Randomness in Evolution
The Causal Sufficiency Question Dennis F. Polis’s Mind or Randomness in Evolution is one of the more serious arguments in this debate because it refuses the shallow choice between “blind chance” and “miracle.” Polis argues that evolution is not pure randomness. It operates through lawful order. Mechanism and teleology are not enemies. Mechanism describes the means. Teleology describes the ends. That is a strong point.
Read more about The Entropic Origin of the Speed of Light c
Read more about The Entropic Origin of the Speed of Light c

The Entropic Origin of the Speed of Light c

May 12, 2026
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Read more about The Entropic Origin of the Speed of Light c
Read more about The Entropic Origin of the Speed of Light c
John Onimisi Obidi has developed the Theory of Entropicity (ToE), a framework that derives Einstein's relativistic kinematics (time dilation, length contraction, and mass increase) from an underlying "Entropic Field." This theory posits that Lorentz transformations are not fundamental postulates but emergent consequences of entropy conservation and the finite rate of entropic rearrangement.[1, 2] Key elements of this derivation include: The No-Rush Theorem: Defines a universal maximum rate of change (speed of light), representing the propagation speed of the entropic field, ensuring no entropic configuration updates in zero time. Obidi's Principle of Conservation of Entropic Flux (OPCEF): Replaces geometric postulates with an entropic four-current, showing that relativistic effects are entropic inevitabilities. Entropic Resistance: Explains mass increase as a result of a system's resistance to entropic flux. [1, 2, 3, 4, 5] The Theory of Entropicity (ToE) differs from Erik Verlinde's.
Read more about Foundation of the Theory of Entropicity (ToE) and the Obidi Action
Read more about Foundation of the Theory of Entropicity (ToE) and the Obidi Action

Foundation of the Theory of Entropicity (ToE) and the Obidi Action

May 11, 2026
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Read more about Foundation of the Theory of Entropicity (ToE) and the Obidi Action
Read more about Foundation of the Theory of Entropicity (ToE) and the Obidi Action
The **Alemoh-Obidi Correspondence (AOC)** refers to a series of intellectual communications between **Daniel Moses Alemoh** and **John Onimisi Obidi** regarding the foundations of **theoretical physics** and **philosophy**. [1, 2] Published in April 2026, the correspondence explores a radical shift from 20th-century physics by focusing on: [3] **Entropic Manifolds:** Treating entropy as a dynamical scalar field rather than just a statistical measure.Fundamental Formulation: Re-examining the mathematical and philosophical foundations used to describe physical reality. **Interdisciplinary Approach:** The dialogue integrates physics with broader philosophical and literary perspectives, as reflected in the work of John Onimisi Obidi. [1, 3, 4] The full details of these discussions are documented in their communications on Medium.
Read more about Who has Derived Einstein's Relativistic Kinematics from an Entropy in Physics?
Read more about Who has Derived Einstein's Relativistic Kinematics from an Entropy in Physics?

Who has Derived Einstein's Relativistic Kinematics from an Entropy in Physics?

May 11, 2026
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Read more about Who has Derived Einstein's Relativistic Kinematics from an Entropy in Physics?
Read more about Who has Derived Einstein's Relativistic Kinematics from an Entropy in Physics?
The central question is whether the curvature of an information‑geometric manifold can give rise to the physical curvature of spacetime. The answer, developed rigorously within the Theory of Entropicity (ToE), is that information curvature does not transform into physical curvature; rather, physical curvature emerges from information curvature once entropic dynamics are imposed. This section presents the conceptual and mathematical structure of that emergence. Let the information‑geometric manifold represent a “blurred” spatial configuration, where each point is associated with a probability distribution rather than a sharp location. If the metric gá”ąâ±Œ evolves in a local entropic time parameter τ, then the evolving 3‑geometry gá”ąâ±Œ(τ) sweeps out a 4‑dimensional structure. The crucial result is that the evolution of the information metric cannot be arbitrary. The dynamics must satisfy internal consistency conditions: the evolution must preserve the probabilistic structure, the metric..
Read more about Agile Publishing Manifesto and Philosophy (APMaP) of Theory of Entropicity (ToE)
Read more about Agile Publishing Manifesto and Philosophy (APMaP) of Theory of Entropicity (ToE)

Agile Publishing Manifesto and Philosophy (APMaP) of Theory of Entropicity (ToE)

May 11, 2026
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Read more about Agile Publishing Manifesto and Philosophy (APMaP) of Theory of Entropicity (ToE)
Read more about Agile Publishing Manifesto and Philosophy (APMaP) of Theory of Entropicity (ToE)
The Theory of Entropicity (ToE) reveals that the universe possesses a maximum rate of entropic redistribution, encoded in the ratio of the entropic stiffness to the entropic inertia of the vacuum. When the theory is made self‑consistent, this maximum rate is numerically equal to the observed speed of light. Thus, the constant 𝑐 is not fundamentally a property of light, electromagnetism, or spacetime, but a manifestation of a deeper entropic limit built into the structure of reality itself. This places the origin of 𝑐 in a more primordial arena of nature than has been recognized since Maxwell and Einstein. Obidi’s Theory of Entropicity represents the next stage in this historical sequence. It proposes that entropy is the fundamental field of reality, that spacetime is emergent, and that the universe is structured by entropic curvature rather than geometric primitives. This revolution requires abandoning the metaphysical scaffolding of the twentieth century. It is ontological courage.
Read more about Core Components of the Kolmogorov-Obidi Lineage (KOL) in Modern Physics
Read more about Core Components of the Kolmogorov-Obidi Lineage (KOL) in Modern Physics

Core Components of the Kolmogorov-Obidi Lineage (KOL) in Modern Physics

May 10, 2026
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Read more about Core Components of the Kolmogorov-Obidi Lineage (KOL) in Modern Physics
Read more about Core Components of the Kolmogorov-Obidi Lineage (KOL) in Modern Physics
John Onimisi Obidi's departure from Paul Tillich's concept of "The Courage to Be" lies in his exploration of the courage to rethink existence itself. Obidi's Theory of Entropicity (ToE) proposes a radical re-constitution of physical ontology, where entropy is not merely a statistical residue but a fundamental dynamical field. This shift requires a form of conceptual bravery, moving beyond the traditional pillars of modern physics to embrace entropy as the substrate from which all other physical structures emerge. Obidi's work challenges long-standing assumptions about the nature of the universe, suggesting that the universe is structured by entropic curvature rather than geometric or particulate primitives. This reorientation demands a readiness to follow mathematical and logical consequences, even when they overturn deeply held scientific intuitions. Obidi's approach is distinct from Tillich's, who focused on the courage to affirm one's being in the face of existential threats.
Read more about The Popper–Kuhn–Obidi Structure (PKOS) of Scientific Revolutions: Philosophy
Read more about The Popper–Kuhn–Obidi Structure (PKOS) of Scientific Revolutions: Philosophy

The Popper–Kuhn–Obidi Structure (PKOS) of Scientific Revolutions: Philosophy

May 10, 2026
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Read more about The Popper–Kuhn–Obidi Structure (PKOS) of Scientific Revolutions: Philosophy
Read more about The Popper–Kuhn–Obidi Structure (PKOS) of Scientific Revolutions: Philosophy
The Obidi Action is the core variational principle within John Onimisi Obidi’s 2025–2026 "Theory of Entropicity (ToE)", which posits that entropy, rather than mass/energy or spacetime, is the fundamental, dynamic field of the universe. [1, 2, 3] It acts as the foundational "rulebook" that dictates how this entropic field evolves, analogous to the Einstein-Hilbert action in General Relativity. [4] Key Implications of the Obidi Action Entropy as Fundamental: The action elevates entropy from a mere statistical measure of disorder to an ontologically fundamental field from which space, time, gravity, and quantum phenomena emerge. Derivation of Physical Laws: The Master Entropic Equation (MEE), or Obidi Field Equations (OFE), is derived from this action. It governs how entropic gradients evolve and couple to geometry. Unification of Physics: By using a single principle (the Obidi Action), the theory integrates thermodynamics, quantum mechanics, and general relativity under one framework.
Read more about Obidi Conjecture of the Theory of Entropicity (ToE): Significance, Implications
Read more about Obidi Conjecture of the Theory of Entropicity (ToE): Significance, Implications

Obidi Conjecture of the Theory of Entropicity (ToE): Significance, Implications

May 09, 2026
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Read more about Obidi Conjecture of the Theory of Entropicity (ToE): Significance, Implications
Read more about Obidi Conjecture of the Theory of Entropicity (ToE): Significance, Implications
John Onimisi Obidi's departure from Paul Tillich's concept of "The Courage to Be" lies in his exploration of the courage to rethink existence itself. Obidi's Theory of Entropicity (ToE) proposes a radical re-constitution of physical ontology, where entropy is not merely a statistical residue but a fundamental dynamical field. This shift requires a form of conceptual bravery, moving beyond the traditional pillars of modern physics to embrace entropy as the substrate from which all other physical structures emerge. Obidi's work challenges long-standing assumptions about the nature of the universe, suggesting that the universe is structured by entropic curvature rather than geometric or particulate primitives. This reorientation demands a readiness to follow mathematical and logical consequences, even when they overturn deeply held scientific intuitions. Obidi's approach is distinct from Tillich's, who focused on the courage to affirm one's being in the face of existential threats.
Read more about There Can Only Be Two Biological Parents, Right? Wrong!
Read more about There Can Only Be Two Biological Parents, Right? Wrong!

There Can Only Be Two Biological Parents, Right? Wrong!

May 08, 2026
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Read more about There Can Only Be Two Biological Parents, Right? Wrong!
Read more about There Can Only Be Two Biological Parents, Right? Wrong!
Soon, newborns will be engineered through a "collective" effort - and not necessarily from parents of different sexes.
Read more about Obidi's Philosophy: Ontodynamics, Entropology, and Entrodynamics
Read more about Obidi's Philosophy: Ontodynamics, Entropology, and Entrodynamics

Obidi's Philosophy: Ontodynamics, Entropology, and Entrodynamics

May 07, 2026
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Read more about Obidi's Philosophy: Ontodynamics, Entropology, and Entrodynamics
Read more about Obidi's Philosophy: Ontodynamics, Entropology, and Entrodynamics
The Letter further reinterprets the Maldacena-Susskind ER=EPR conjecture [23] as an entropic bridge rather than a literal spacetime wormhole. ESSM defines a bridge order parameter Ξ_AB whose nonzero expectation value signals the "turning on" of the entropic bridge, and derives a bridge length functional L_AB that shortens toward zero at maximal entanglement and diverges at decoherence. The relationship between ER bridges and entropic bridges is shown to be one of geometric shadow: in special gravitational regimes, the entropic bridge may admit a representation in Einstein-Rosen bridge language, but the ESSM bridge is the more general and more physically transparent object. ESSM thereby completes the ER=EPR conjecture by supplying the dynamical content, formation dynamics, coherence strength, threshold breakdown, that the original conjecture leaves unspecified. The empirical grounding of ESSM is provided by the rapidly advancing attosecond photoionization literature [33]. Jiang et al.
Read more about The Canonical Archives of the Theory of Entropicity (ToE): Links and Resources
Read more about The Canonical Archives of the Theory of Entropicity (ToE): Links and Resources

The Canonical Archives of the Theory of Entropicity (ToE): Links and Resources

May 07, 2026
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Read more about The Canonical Archives of the Theory of Entropicity (ToE): Links and Resources
Read more about The Canonical Archives of the Theory of Entropicity (ToE): Links and Resources
Einstein says spacetime is equivalent to matter-energy stress tensor. the LHS gives the spacetime curvature geometry and the RHS gives the matter-energy field stress tensor. Now, since ToE says entropy is a field and that it creates physical spacetime and matter, etc, then the ToE field equations can be written such that we can have einstein's LHS = Entropic field generator of physical spacetime , and the einstein RHS = Entropic field generator of matter/energy/stress tensor; hence we can have full blown ToE field equations where : Entropic field generator of physical spacetime = Entropic field generator of matter/energy/stress tensor, showing the full scale of the complex applications of ToE of fisher-rao and fubini-study and amari-cencov alpha connections in a full generalized entropic field equations that subsume the einstein field equations. That is, the spacetime of einstein is contained in entropic field generated spacetime of ToE.
Read more about The Sufficiency Gap
Read more about The Sufficiency Gap

The Sufficiency Gap

May 07, 2026
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Read more about The Sufficiency Gap
Read more about The Sufficiency Gap
Why Naturalism Is Not a Default In the mid-2000s, the debate over biological origins was largely decided in the courtroom. Following the Kitzmiller v. Dover decision in 2005, the intellectual elite declared the case closed. Frank R. Zindler’s influential essay, "Creationism: ‘Intelligent Design’ Deconstructed," captured the spirit of that era: a sharp, polemical victory lap that framed Intelligent Design (ID) as nothing more than a "mutated" form of biblical mythology.