The non-linear field theory V: Yang-Mills equation as the equation of the superposition of the non-linear electromagnetic waves

TL;DR

This paper demonstrates that the Yang-Mills equation can be expressed as a superposition of non-linear electromagnetic waves, providing insights into quantum chromodynamics through topological analysis.

Contribution

It introduces a novel representation of the Yang-Mills equation as a superposition of non-linear electromagnetic waves, linking classical field theory with quantum chromodynamics.

Findings

Yang-Mills equation expressed as non-linear electromagnetic wave superposition

Topological analysis offers new perspectives on quantum chromodynamics

Potential implications for understanding non-linear field interactions

Abstract

In the present paper it is shown that the Yang-Mills equation can be represented as the equation of the non-linear electromagnetic waves superposition. The research of the topological characteristics of this representation allows us to discuss a number of the important questions of the quantum chromodynamics.