A Codicil To Massless Gauge Superfields of Higher Integer Superspins

TL;DR

This paper develops new theories for massless 4D, N=1 supersymmetric higher integer superspins, revealing a novel series that includes known supermultiplet formulations as special cases.

Contribution

It introduces a new series of theories for arbitrary superspin Y, expanding the understanding of supersymmetric massless supermultiplets.

Findings

Established a new series of theories for arbitrary superspin Y

Connected the lowest member to a known supermultiplet formulation

Advanced the theoretical framework for higher superspins

Abstract

We study theories of 4D, N=1 supersymmetric massless, arbitrary integer superspins. A new state-of-the art is being established by the discovery of a new series of such theories for arbitrary superspin Y (Y=s for any integer s) The lowest member of the series is surprisingly found to be a previously established formulation of the spin (3/2, 1) supermultiplet.