Non-abelian Flux Algebras in Yang-Mills Theories

TL;DR

This paper explores the algebraic structure of flux operators in Yang-Mills theories using contour gauges within the canonical formalism, revealing their non-abelian flux algebra structure.

Contribution

It introduces flux operator algebras with structure constants specific to Yang-Mills theories, advancing understanding of gauge field quantization.

Findings

Flux operator algebras with Yang-Mills structure constants

Application of contour gauges in canonical formalism

Insights into non-abelian gauge field quantization

Abstract

Contour gauges are discussed in the framework of canonical formalism. We find flux operator algebras with the structure constants of underlying Yang-Mills theory.