Author: Pohl, M.U.E.
DOI: https://doi.org/10.5281/zenodo.15640261
Published: 2025-06-24
Cite as: Pohl, M. U. E. (2025). On the Circularity of Physical Units and the Implications for a Unified Theory. Zenodo. https://doi.org/10.5281/zenodo.15622297
Abstract: The Panvitalist Theory proposes that a discrete 12-dimensional spacetime model using only rational numbers is essential to describe physical reality mathematically in a consistent manner. By redefining physical quantities in terms of length and angle, the theory challenges conventional definitions of mass, time, and units, demonstrating that these constants reflect celestial parameters rather than universal values. Through geometric derivations , the theory connects quantum mechanics and general relativity, revealing a circular dependency among fundamental constants. This paper examines the circularity inherent in the definitions of physical units, particularly the second and meter, and the arbitrary nature of numerical values assigned to fundamental constants. We demonstrate that all physical constants depend on the arbitrary choice of the numerical value for the caesium frequency, rendering their numerical values relative. We argue that the number "1" is the only true numerical constant. The interdependence of constants suggests the necessity of our unified theory, The Panvitalist Theory, to explain the non-constant numerical nature of constants.

On the Circularity of Physical Units and the Implications for a Unified Theory