Non-supersymmetric Meta-Stable vacua in SU(N) SQCD with adjoint matter
A. Amariti, L. Girardello, A. Mariotti
TL;DR
This paper explores non-supersymmetric meta-stable vacua in SU(N) SQCD with adjoint matter, demonstrating the existence of long-lived supersymmetry-breaking states through dual magnetic theory methods.
Contribution
It introduces new meta-stable vacua in SU(N) SQCD with adjoint matter using dual magnetic theory techniques, expanding understanding of supersymmetry breaking.
Findings
Meta-stable vacua with arbitrarily large lifetime found
Distinct features compared to known models discussed
Application of dual magnetic theory methods
Abstract
We investigate models of SU(N) SQCD with adjoint matter and non trivial mesonic deformations. We apply standard methods in the dual magnetic theory and we find meta-stable supersymmetry breaking vacua with arbitrary large lifetime. We comment on the difference with known models.
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