Supersymmetric non-Abelian multiwaves in D=3 AdS superspace

TL;DR

This paper introduces a covariant, supersymmetric action for non-Abelian multiwave systems in three-dimensional AdS superspace, extending previous flat-space models and providing a foundational step for understanding multiple M-waves in curved backgrounds.

Contribution

It presents the first covariant, supersymmetric, and kappa-symmetric action for non-Abelian multiwaves in D=3 AdS superspace, generalizing flat-space models to curved backgrounds.

Findings

Provides a covariant, supersymmetric action in D=3 AdS superspace.

Connects to and extends flat superspace multiwave models.

Lays groundwork for studying multiple M-waves in curved backgrounds.

Abstract

We present a covariant, supersymmetric and kappa-symmetric action for non-Abelian multiwave system (nAmW) in D=3 AdS superspace. Its flat superspace limit provides a simplest counterpart of the recently proposed action for 11 dimensional system of N nearly coincident M-waves (multiple M0-branes), which is presently known for the case of flat target superspace only.