Quantum Roots in Geometry: I

TL;DR

This paper explores how non-symmetric geometries inherently contain quantum features, leading to path equations that explain spin-gravity interactions and align with experimental evidence like the COW-experiment, with implications for astrophysics and cosmology.

Contribution

It demonstrates that quantum roots are embedded in non-symmetric geometries and introduces new path equations that explain experimental results and suggest large-scale tests.

Findings

Path equations in non-symmetric geometries account for spin-gravity interaction.

Quantum roots are explicitly present in the path equations.

New equations align with COW-experiment results and suggest astrophysical tests.

Abstract

In the present work, it is shown that the geometerization philosophy has not been exhausted. Some quantum roots are already built in non-symmetric geometries. Path equations in such geometries give rise to spin-gravity interaction. Some experimental evidences (the results of the COW-experiment) indicate the existence of this interaction. It is shown that the new quantum path equations could account for the results of the COW-experiment. Large scale applications, of the new path equations, admitted by such geometries, give rise to tests for the existence of this interaction on the astrophysical and cosmological scales. As a byproduct, it is shown that the quantum roots appeared explicitly, in the path equations, can be diffused in the whole geometry using a parameterization scheme.