A bstract We consider the lagrangian description of Argyres-Douglas theories of type A 2N−
1, which is a SU (N) gauge theory with an adjoint and one fundamental flavor. An …

We review the reduction of four-dimensional N= 1 Seiberg duality to three dimensions
focusing on the D brane engineering approach. We start with an overview of four …

A bstract We study various aspects of the 4d/3d reduction of\(\mathcal {N}\)= 1 dualities
involving USp (2N c) gauge theories with 2N f fundamentals and one antisymmetric. We …

A bstract We study dualities for 3d\(\mathcal {N}\)= 2 SU (N c) SQCD at Chern-Simons level k
in presence of an adjoint with polynomial superpotential. The dualities are dubbed chiral …

A bstract We explore 1d vortex dynamics of 3d supersymmetric Yang-Mills theories, as
inferred from factorization of exact partition functions. Under Seiberg-like dualities, the 3d …

We study 3‐d theories with two adjoints and fundamental flavors along with D‐type
superpotential. For superpotential with n odd, we propose the 3d dualities, which we …

A bstract We study 3d 𝒩= 2 dualities arising from the compactification of 4d 𝒩= 1 Usp (2n)
SQCD with two antisymmetric rank-two tensors and D k+ 2-type superpotential, with odd k …

Monopole operators play a central role in three-dimensional supersymmetric dualities: a
careful understanding of their spectrum is necessary to match chiral operators on either …

A bstract We engineer a brane picture for the reduction of Seiberg dualities from 4D to 3D,
valid also in the presence of orientifold planes. We obtain effective 3D dualities on the circle …

Kutasov-Schwimmer (KS) dualities involve a rank-$2 $ field with a polynomial
superpotential. We derive KS-like dualities via deconfinement, that is assuming only Seiberg …