Nonlinear vector susy for the three-dimensional topological massive Yang-Mills theory

TL;DR

This paper introduces a nonlinear vector supersymmetry in three-dimensional topological massive Yang-Mills theory through a local, covariant redefinition of the gauge field, enhancing the understanding of its symmetry structure.

Contribution

It presents a novel nonlinear vector supersymmetry formulation for the theory, expanding the symmetry analysis of topological massive Yang-Mills.

Findings

Establishment of a nonlinear vector supersymmetry in the model

Demonstration of the local and covariant nature of the redefinition

Potential implications for the quantization and analysis of the theory

Abstract

A nonlinear vector supersymmetry for three-dimensional topological massive Yang-Mills is obtained by making use of a nonlinear but local and covariant redefinition of the gauge field.