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We propose a new dual description of four-dimensional $\mathcal{N}=1$ $SU(N)$gauge theory with one adjoint ($X$) and $N_f$ fundamental matters with asuperpotential $W = \text{Tr}\, X^{p+1}$. The dual theory consists of the$\mathcal{D}_p[SU(N)]$ Argyres-Douglas theory coupled to $SU(N)$ gauge theoryand $N_f$ fundamentals with a superpotential deformation. We studyrenormalization group fixed points of the Argyres-Douglas dual theories withand without superpotential deformations, and identify the conditions for themto be dual to the fixed points of adjoint SQCD. We check our proposal viamatching central charges, chiral operators and superconformal indices. We findthat when $N_f = 2N$ and $p=2$, the dual theory flows to $\mathcal{N}=2$$SU(N)$ superconformal QCD with $2N$ flavors upon suitable superpotentialdeformation, exhibiting supersymmetry enhancement.

Dualities of Adjoint SQCD and Supersymmetry Enhancement