Non-Abelian (2,0)-Super-Yang-Mills Coupled to Nonlinear Sigma-Models

TL;DR

This paper explores the coupling of non-Abelian (2,0)-super-Yang-Mills theories with nonlinear sigma-models, focusing on the role of gauge potentials arising from relaxed constraints in supersymmetric gauge theories.

Contribution

It provides a detailed analysis of coupling non-Abelian (2,0) super-Yang-Mills theories to nonlinear sigma-models, emphasizing the effects of relaxed constraints on gauge potentials.

Findings

Identification of extra chiral-like gauge potential components

Insights into gauging isotropy or isometry groups in supersymmetric models

Extension of previous Abelian gauge theory results to non-Abelian cases

Abstract

Following a previous work on Abelian (2,0)-gauge theories, one reassesses here the task of coupling (2,0) relaxed Yang-Mills super-potentials to a (2,0)-nonlinear Sigma-model, by gauging the isotropy or the isometry group of the latter. One pays special attention to the extra "chiral-like" component-field gauge potential that comes out from the relaxation of constraints.