Commutator-based linearization of $N=1$ nonlinear supersymmetry

Abstract

We consider the linearization of $N=1$ nonlinear supersymmetry (NLSUSY) based on a commutator algebra in Volkov-Akulov NLSUSY theory. We show explicitly that $U(1)$ gauge and scalar supermultiplets in addition to a vector supermultiplet with general auxiliary fields in linear SUSY theories are obtained from a same set of bosonic and fermionic functionals (composites) which are expressed as simple products of the powers of a Nambu-Goldstone fermion and a fundamental determinant in the NLSUSY theory.

11 pages; some typos corrected

References in corpus (3)

• On Wess-Zumino gauge
• Systematics of linearization of N = 2 nonlinear SUSY in superfield formulation
• On the linearization of nonlinear supersymmetry based on the commutator algebra

Cited by in corpus (1)

• On the linearization of nonlinear supersymmetry based on the commutator algebra