Remarks on Non-Abelian Duality in N=1 Supersymmetric Gauge Theories

Abstract

Recently Seiberg has conjectured a duality symmetry connecting different theories of the supersymmetric QCD type. We provide support for this conjecture by analyzing a flat direction of the theory along which the two dual theories go over to the same theory in the IR.

17 pages, harvmac

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Cited by in corpus (17)

• IR Duality in d=3 N=2 Supersymmetric USp(2N_c) and U(N_c) Gauge Theories
• Confinement in N=1 SUSY Gauge Theories and Model Building Tools
• A note on the holographic interpretation of string theory backgrounds with varying flux
• Duality of Sp(2N) and SO(N) Supersymmetric Gauge Theories with Adjoint Matter
• Vector Mesons and an Interpretation of Seiberg Duality
• The unwarped, resolved, deformed conifold: fivebranes and the baryonic branch of the Klebanov-Strassler theory
• A Generalized Duality Symmetry for Nonabelian Yang-Mills Fields
• A Nonabelian Yang-Mills Analogue of Classical Electromagnetic Duality
• The synchronizability of highly clustered scale-free networks
• Flows and Duality Symmetries in N=1 Supersymmetric Gauge Theories
• On Stable Non-Supersymmetric Vacua at the Bottom of Cascading Theories
• Physical Consequences of Nonabelian Duality in the Standard Model
• TASI-2002 Lectures: Non-perturbative Supersymmetry
• Accidental Symmetries and N=1 Duality in Supersymmetric Gauge Theory
• Anomaly Matching and Syzygies in N=1 Gauge Theories
• Rudiments of Dual Feynman Rules for Yang-Mills Monopoles in Loop Space
• On the Z_2 Monopole of Spin(10) Gauge Theories