From Maxwell Stresses to Photon-like Objects through Curvature Geometrisation of Physical Interaction

TL;DR

This paper reviews how non-quantum field theory, using Frobenius curvature, can describe photon-like objects as stable, finite entities with specific dynamical structures, bridging geometry and physical interaction.

Contribution

It introduces a geometric framework based on Frobenius curvature to model photon-like objects within non-quantum field theory, offering a novel approach to their description.

Findings

Photon-like objects can be modeled as massless, stable entities with specific dynamical structures.

Frobenius curvature provides a geometric interpretation of local physical interactions.

The framework bridges geometric concepts with physical properties of photon-like entities.

Abstract

This paper aims to review our recent results on exploring the capabilities of non-quantum field theory as a possible tool for describing single photon-like objects, considered as massless time-stable spatially finite physical entities with compatible translational-rotational dynamical structure. The main idea is to interpret the local physical interaction as available Frobenius curvature. It consists of five chapters and includes 22 sections and subsections.