N=2 Argyres-Douglas theories, N= 1 SQCD and Seiberg duality

We revisit the study of singular points in the Coulomb branch of N=2 SQCD in four dimensions with gauge group SU(N) and odd number of flavors. For certain choices of the mass parameters these vacua are not lifted by a mass term for the chiral multiplet in the adjoint representation. By using recent results about the M5 brane description of N=1 theories we study the resulting vacua and argue that the low-energy effective theory has a simple Lagrangian description involving a free chiral multiplet in the adjoint representation of the flavor symmetry group, a system somewhat reminiscent of the standard low-energy pion description of the real-world QCD. This fact is quite remarkable in view of the fact that the underlying N=2 SCFT (the Argyres-Douglas systems) are strongly-coupled non-local theories of quarks and monopoles.