Derivation of Physics from Fundamental Constraint Dynamics: A Theory of Everything from Pure Logical Necessity

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Authors: Jacob J. Lavin
Cited by: 0

Abstract

This paper derives the complete structure of fundamental physics from a single principle: the logical impossibility of persistent nothingness. I demonstrate that absolute “nothing” is unstable because absence requires constraint to persist, yet pure openness has no constraints. This forces motion to occur necessarily, not probabilistically. Motion immediately creates self-referential tension by defining the origin from which it occurs, establishing a circular dependence that generates all physical structure.From this foundation alone, I derive: three-dimensional space from 2D rotation requiring a perpendicular axis (2+1=3), complete quantum mechanics including measurement collapse as phase locking and entanglement as shared constraints, all fundamental forces emerging from different types of constraint propagation with universal inverse-square laws, exactly twelve particle types matching the Standard Model from three rotation axes times four phase quadrants, and cosmological evolution with the Big Bang as a phase transition rather than temporal beginning. The framework explains why particles have spin-1/2, why forces follow inverse-square laws, why there are three generations, and why mass follows the pattern m = mₑ × 137^k. The fine structure constant α ≈ 1/137 emerges as the ratio of constrained to free phase space. No parameters are assumed—everything from quantization to the speed of light follows by logical necessity. This represents a paradigm shift: physics is not laws imposed on matter, but necessary patterns that openness must form to achieve stability. The universe exists because “nothing” cannot.

Fields of Study & Subjects

Relativity and Gravitational Theory Advanced Mathematical Theories and Applications Advanced Mathematical Theories

Publication details

Journal / source
Zenodo (CERN European Organization for Nuclear Research)
Publication date
11 February 2026
Language
EN