Φ-Theory

The Omnifield Axiom

A single recursive field. No assumptions beyond it. Everything else — space, time, mass, charge, gravity, light — emerges.


The Core Formula

 \Phi(x^\mu) = \epsilon \, e^{\frac{i}{\hbar} S(x^\mu)}

This is the origin of all structure. Φ is a complex-valued, recursive scalar field defined over spacetime coordinates x^\mu. The action S(x) encodes local energetic history. The formula is not symbolic — it is functional. It runs the universe.


Structure of This Site

This site presents the theory without persuasion, branding, or speculation. Each page serves a precise role:


Philosophical Grounding

Φ-Theory rejects the fragmentation of knowledge. It proposes no dualities — no split between mind and matter, space and time, energy and information. It introduces only one thing: the omnifield.

Everything else is emergence. Structure arises from recursion. Metrics arise from local phase interference. Particles are self-reinforcing solitons. Time is a measure of change within Φ’s own recursion.

Φ-Theory is not inspired by mysticism or aesthetics. It is grounded in simplicity, sufficiency, and minimal assumptions.


Scientific Commitment

This is not a “theory of everything” because it claims completeness. It is a Theory of Everything because it accepts nothing else as fundamental.

It is built to be falsified. It makes measurable predictions. If those predictions fail, Φ-Theory fails. This is science, not belief.

Each page presents logic and derivation. Every conclusion can be traced back to one line:

 \Phi(x^\mu) = \epsilon \, e^{\frac{i}{\hbar} S(x^\mu)}

About This Work

This site was created to present Φ-Theory with full transparency and minimal presumption. It is not tied to any institution, belief system, or authority.

The postulate emerged from a long process of interdisciplinary observation — spanning physics, art, psychology, philosophy, and human experience. It is not the product of formal academic procedure, but of patient pattern recognition across many domains of life.

To compensate for the absence of formal training in advanced mathematics, artificial intelligence was used throughout this work — not to generate claims, but to structure, verify, and translate them into testable scientific form.

No personal authority is claimed. This is an offering: a model that may be wrong, but can be tested. What matters is whether the structure holds — not who proposed it.

Author: Dritëro
Prishtinë, 05.05.2025