Dualization of non-Abelian BF model

TL;DR

This paper demonstrates how to extend the dualization of BF models to non-Abelian gauge theories, resulting in local Lagrangians that generalize Abelian cases to non-Abelian settings.

Contribution

It provides a method to achieve non-Abelian dualization of BF models, leading to new local Lagrangians for massive gauge theories.

Findings

Successful extension of Abelian dualization to non-Abelian models

Derivation of local Lagrangians for non-Abelian BF duals

Framework for constructing non-Abelian Stueckelberg-like theories

Abstract

We show that dualization of BF models to Stueckelberg-like massive gauge theories allows a non-Abelian extension. We obtain local Lagrangians which are straightforward extensions of the Abelian results.