Mildly Flavoring domain walls in SU(N) SQCD: baryons and monopole superpotentials

Abstract

We study supersymmetric domain walls of four dimensional $SU(N)$ SQCD with $N$ and $N+1$ flavors. In $4d$ we analyze the BPS differential equations numerically. In $3d$ we propose the $\mathcal{N}=1$ Chern-Simons-Matter gauge theories living on the walls. Compared with the previously studied regime of $F<N$ flavors, we encounter a couple of novelties: with $N$ flavors, there are solutions/vacua breaking the $U(1)$ baryonic symmetry; with $N+1$ flavors, our $3d$ proposal includes a linear monopole operator in the superpotential.

arXiv comment30 pages, many figures

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Cited by in corpus (2)

• On the Witten index of 3d $\mathcal{N}=2$ unitary SQCD with general CS levels
• Mildly Flavoring Domain Walls in Sp(N) SQCD