Superspace Formulation of Yang- Mills Theory II: Inclusion of Gauge Invariant Operators and Scalars

Abstract

In a superspace formulation of Yang-Mills theory previously proposed, we show how gauge-invariant operators and scalars can be incorporated keeping intact the (broken) $Osp(3,1|2)$ symmetry of the superspace action. We show in both cases, that the WT identities can be cast in a simple form $\frac{\partial \bar{W}}{\partial \theta }=0$.

Revtex, 19 pages, No figures

References in corpus (1)

• Remarks on the renormalization of gauge invariant operators in Yang-Mills theory

Cited by in corpus (3)

• Augmented Superfield Approach To Exact Nilpotent Symmetries For Matter Fields In Non-Abelian Theory
• WT identities for proper vertices and renormalization in a superspace formulation of gauge theories
• Absolute anticommutativity of the nilpotent symmetries in the Hamiltonian formalism: free Abelian 2-form gauge theory