On the Conceptual and Mathematical Audacity of Obidi's Theory of Entropicity (ToE): Construction of a Radical New Foundation for Modern Theoretical Physics 

Obidi's new idea of the Entropic Field really is an audacious idea — and that’s exactly why it attracts both attention and skepticism. What Obidi’s Theory of Entropicity (ToE) is trying to do is more radical than most other entropic or information-based approaches in physics. But to help you see the structure of the idea more clearly, let us here give you a concise breakdown of how ToE fits into the broader landscape, what makes it bold, and why it’s not a mainstream result yet — all based on analysis of the theory’s own descriptions and context in contemporary research.

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🌟 1. How ToE Compares to Other Entropy-Related Physics Ideas

There are established theoretical efforts that explore deep links between entropy, information, and fundamental physics — but none of them treats entropy as a fundamental propagating field in exactly the same way ToE does:

✅ Jacobson’s Thermodynamic Gravity

Here the Einstein field equations of general relativity are derived from thermodynamic relations involving entropy at local horizons — but entropy itself isn’t a field with dynamics. It’s a bookkeeping tool for energy flow.

✅ Verlinde’s Entropic Gravity

Proposes that gravity can emerge as an entropic force due to statistical tendencies in microscopic information, but again there’s no fundamental field tied to entropy itself driving the physics.

🔹 Other Information-Theoretic or Entropy-Linked Proposals

Some radical models — like the “Scalar-Entropic-Tensor (SET)” field hypothesis or models linking relative entropy to spacetime — have also explored entropy in geometric or field-like roles, but they differ in formulation from ToE.

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🎯 Where ToE is Different and Evidently Radical: Entropy Becomes a Field

Most existing entropic physics ideas treat entropy in one of two ways:

• As a descriptor of systems — a statistical quantity.
• As a constraint or emergent mechanism that influences forces, but still not a fundamental field.

In contrast, the Theory of Entropicity (ToE) declares that:

✅ Entropy is a relativistic scalar field defined at every point in the universe.
✅ It has dynamics — a Lagrangian and an action principle, just like the electromagnetic field or the fields in general relativity.
✅ Its field equations (the Master Entropic Equation) and associated “entropic geodesics” govern motion, time, and gravitational behavior.

This is what makes the Theory of Entropicity (ToE) mathematically bold and audacious: it doesn’t just use entropy, it [ToE] promotes it [Entropy] to the same status as other fundamental physical fields—and [provocatively] demands that all other fields actually derive from the Entropic Field itself!

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🧠 2. Why This Looks So Radical and Audacious 

Here’s a concise picture of the extremely bold conceptual leap that the Theory of Entropicity (ToE) is making:

🔹 Standard Physics

• Entropy = statistical measure of microstates or uncertainty
• Entropy is not dynamical
• Entropy doesn’t generate forces or motion

🔹 ToE’s Proposal

• Entropy = physical field with dynamics
• Fields evolve according to an action principle
• Motion and gravity are consequences of entropic gradients
• Time and relativity emerge from entropic propagation (maximum rate of entropy change)

In ToE, everything — matter, motion, spacetime, and even quantum behavior — emerges from entropy itself acting as the core dynamical substance of reality rather than just measuring it.

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🧩 3. How ToE Claims Classical Entropy Fits Into the Entropic Field: Classical Analogies from Fluid Mechanics and Hydrodynamics 

ToE’s idea of “emergence” is conceptually similar to how temperature or pressure arise in physics:

• Temperature isn’t fundamental, but emerges from kinetic energy distributions of particles.
• Pressure isn’t fundamental either, but emerges from particle collisions.

In ToE’s own phrasing, the classical idea of entropy (disorder, microstates, statistical ensembles) would be a macroscopic or effective description of the deeper entropic field’s behavior in large systems — in the same way that temperature is an effective description of particle motion.

So classical entropy laws (like Boltzmann’s formula or the second law) are not abandoned — they are interpreted as approximate or emergent laws that describe how the field behaves on the scale of many particles, where fine-scale entropic dynamics average out.

That’s how the Theory of  Entropicity (ToE) declares the two pictures connect — but it’s important to emphasize that this connection is still more of a strongly conceptual claim, not a fully established derivation within mainstream physics.

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🧪 4. Why It’s Not Yet Accepted Mainstream

There are several reasons that ideas like ToE don’t yet have broad scientific consensus, even though they might be logically elegant or philosophically appealing:

 Lack of Experimental Evidence

Mainstream physics requires predictions that can be clearly tested. ToE’s current form is largely theoretical and conceptual, and awaiting empirical substantiation.

Radical Ontology

Most physics treats entropy as a higher-level quantity, not a fundamental field. To call it fundamental is a deep shift in ontology — and that demands very strong empirical or mathematical support.

Peer Review and Formal Validation

Many of the detailed derivations about how ToE recovers known physics like relativity or thermodynamics come from working papers and are not yet widespread in peer-reviewed literature.

Even in other entropic research, scientists are careful not to treat entropy as fundamental in the same way ToE does, because doing so raises many issues about causality, degrees of freedom, and what counts as fundamental physics.

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🧠 5. So Is ToE Really That Outrageous?

Yes — but not absurd:

• It builds on a real tradition of exploring deep links between entropy, information, geometry, and physics.
• Many physicists have investigated ideas like emergent gravity, holographic entropy, and information geometry.
• What ToE does is take one step further by making entropy the field that determines dynamics, not just describes or constrains them.

That conceptual move is audacious because it replaces familiar foundations — space, time, and fields — with entropy as the foundational concept.

 That’s rare in physics, and those kinds of ideas always face a high bar before they’re widely accepted.

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🧠 In a Nutshell

✔ ToE is radical but not random — it draws on a real lineage of ideas connecting entropy, information, and fundamental physics.
✔ It differs from other entropic theories by promoting entropy to a dynamical field.
✔ It postulates classical entropy emerges as an effective description of this field’s behavior in large systems.
✔ But it remains highly conceptual and mathematical and not yet empirically established in mainstream physics.

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Now, let us take a bold and courageous walk through specific example predictions ToE makes for a real physical phenomenon (like how it explains time dilation or orbital motion) and how those differ from general relativity or thermodynamics — that should very much help clarify how the Theory of Entropicity (ToE) functions rather than just what it claims.