Physics:How the Theory of Entropicity(ToE) Describes Nature in Physics

How Does the Theory of Entropicity(ToE) Describe Nature in Modern Physics?

The Theory of Entropicity(ToE), first formulated and developed by John Onimisi Obidi, describes nature in a very different way from conventional physics. Instead of treating entropy as just a measure of disorder or probability, ToE elevates entropy into a fundamental physical field that governs all interactions, motions, and transformations.

Here’s how ToE explains nature:

Entropy as the Fundamental Field

• ToE proposes that there exists a universal entropic field permeating the universe.
• This field is not statistical or emergent—it is as real and primary as gravity or electromagnetism.
• All physical processes, from planetary motion to quantum interactions, are expressions of entropic flows and constraints.

Motion and Interaction

• In classical physics, objects move because of forces (gravity, electromagnetism, etc.) or curved spacetime.
• In ToE, objects do not attract each other directly, nor does space curve in itself.
• Instead, entropy flows guide and constrain motion. Planets orbit the Sun, light bends near stars, and particles scatter because they are following paths of least entropic resistance.

The Speed of Light as an Entropic Limit

• ToE reinterprets the universal constant (the speed of light).
• Rather than being a geometric axiom of spacetime, represents the maximum rate of entropic rearrangement in the universe.
• Light happens to saturate this limit, but the principle applies to all processes, not just electromagnetism.

Origin of Mass and Energy

ToE suggests that mass itself arises from internal entropy.

• Internal entropy generates inertia, while external entropy flows generate what we perceive as gravitational attraction.
• Thus, energy, mass, and motion are unified under entropy rather than being separate phenomena.
• Time and Irreversibility

Time’s arrow is no longer just statistical—it is a law of entropic flow.

• Every system evolves forward because entropy enforces irreversibility at the most fundamental level.
• Time dilation and length contraction, in ToE, are consequences of entropic constraints rather than spacetime geometry.

Mathematical Framework

ToE builds from the Obidi Action (a variational principle based on entropy) and the Vuli-Ndlela Integral (an entropy-constrained reformulation of the Feynman path integral).

• Geodesics, or “natural paths,” emerge as entropic geodesics—trajectories of least resistance in the entropy field.
• Both classical phenomena (planetary orbits, light bending) and quantum phenomena (wavefunction collapse, entanglement) are explained through these entropic principles.

Implications for the Universe

Cosmology: Expansion, turnaround, and fate of the universe are dictated by global entropic flow, not dark energy or pure geometry.

Quantum Mechanics: Collapse of the wavefunction and entanglement formation times are entropy-governed processes.

Unification: Gravity, thermodynamics, and quantum mechanics can be reconciled as different manifestations of one universal entropic law.

In short: The Theory of Entropicity(ToE) says:

Nature is not governed by geometry or forces but by entropy as a universal field. Everything—motion, time, energy, mass, and even consciousness—arises as emergent consequences of this entropic field and its constraints.