The Prime Phase Equation and the Incommensurability of Reality
Year: 2026
Type: report
Abstract: The Prime Phase Equation and the Incommensurability of Reality investigates the possibility that prime-number structures and phase relationships may represent a fundamental source of incommensurability observed across mathematics and physical systems. The paper introduces the Prime Phase Equation as a conceptual framework for examining how discrete numerical structures may generate persistent geometric and dynamical asymmetries. Rather than proposing a replacement for established mathematical or physical theories, this work explores whether recurring phase relationships associated with prime structures can provide a useful interpretive framework for understanding structural organization, emergence, and complexity. This publication is presented as part of the broader E-LOGOS research program and is intended to encourage further analysis, criticism, verification, and discussion.
Author: Lee, Seongil
Language: English
Subfield: Statistical and Nonlinear Physics
Field: Physics and Astronomy
Domain: Physical Sciences
Open Access status: green
OpenAlex ID: W7165378682