TL;DR
This paper explores how 3d monopole quivers with product gauge groups and superpotentials can naturally exhibit spontaneous supersymmetry breaking, supported by examples related to mirror dual Wess-Zumino models.
Contribution
It introduces monopole quivers as a framework for studying spontaneous supersymmetry breaking in 3d theories, with evidence from mirror dual models.
Findings
Examples show supersymmetry breaking in controllable regimes.
Mirror duals are Wess-Zumino models with metastable vacua.
Supports monopole quivers as a natural setup for SUSY breaking.
Abstract
We claim that 3d monopole quivers, theories with product gauge groups interacting through Affleck-Harvey-Witten superpotentials, are a natural setup for the study of spontaneous breaking 3d supersymmetry. We give evidence of this statement by studying various examples of increasing complexity, considering quivers that are mirror dual to Wess-Zumino models. These Wess-Zumino models, in opportune regimes of parameters, break supersymmetry in perturbatively controllable (meta)stable vacua.
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