Meta‐Stable Supersymmetry Breaking in an N = 1 Perturbed Seiberg‐Witten Theory

Abstract

In this contribution, we discuss the possibility of meta‐stable supersymmetry (SUSY) breaking vacua in a perturbed Seiberg‐Witten theory with Fayet‐Iliopoulos (FI) term. We found meta‐stable SUSY breaking vacua at the degenerated dyon and monopole singular points in the moduli space at the nonperturbative level.