Light nonabelian monopoles: Constructing dual nonabelian superconductor of more general types

In this talk we discuss a new class of N = 1 supersymmetric U(N) gauge theories, in which the low-energy magnetic effective gauge group contains multiple nonabelian factors, Pi(i) SU(r(i)), supported by light monopoles carrying associated charges. These nontrivially generalize the physics of r-vacua found in softly broken N = 2 supersymmetric QCD and yield dual nonabelian superconductor of a more general type. The matching between classical and quantum (r(1), r(2)....) vacua leads to nontrivial hints about the nonabelian duality.