Alexandrian Unified Field Geometry - Geometric Field Emergence

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Authors: Alexander Sucala
Cited by: 0

Abstract

I built a geometric architecture that produces physics equations without any physics being encoded. The Klein-Gordon dispersion relation emerges at 99.7% accuracy. Mass is controlled by a single geometric parameter across a continuous spectrum from negative through zero to positive. Mass and wave speed are independently controllable, with no precedent in known physics. Different locations on the same structure exhibit different effective masses simultaneously, producing multiple coexisting particle types from one geometry. 1,800 independent reference simulations across five equation types confirm a perfect 1.000000 match with Klein-Gordon across 52 million comparisons. Six physics equations emerge from one architecture: Klein-Gordon, Maxwell, wave, diffusion, Schrodinger, and linearized gravity. 30,000+ validated runs. Zero errors. Implementation details are protected by 60+ provisional patent filings (USPTO, priority dates beginning December 2025) and will be disclosed when ethical licensing frameworks are in place. This paper is a timestamp. It documents what was found, contextualizes it against the historical search for geometric unification, and presents the ethical licensing framework under which this technology will enter the world.

Fields of Study & Subjects

Relativity and Gravitational Theory Advanced Differential Geometry Research Advanced Mathematical Theories and Applications

Publication details

Journal / source
Zenodo (CERN European Organization for Nuclear Research)
Publication date
12 March 2026
Language
EN
Document type
Preprint