ON THE ORIGIN OF KALUZA-KLEIN STRUCTURE

TL;DR

This paper proposes that quantum fluctuations of the light cone could be the fundamental origin of higher-dimensional structures in space-time, supported by a model with finite Yang-Mills fields and infinite algebraic structure.

Contribution

It introduces a model linking light cone fluctuations to higher-dimensional space-time structures using finite Yang-Mills fields and infinite algebraic frameworks.

Findings

Quantum fluctuations may generate higher-dimensional space-time features.

A finite Yang-Mills field model with infinite algebraic structure is constructed.

The approach offers a new perspective on space-time geometry at quantum scales.

Abstract

It is suggested that quantum fluctuations of the light cone are at the origin of what appears at low energy to be a higher-dimensional structure over space-time. A model is presented which has but a finite number of Yang-Mills fields although the supplementary algebraic structure is of infinite dimension.