Note on Matrix Model with Massless Flavors

Abstract

In this note, following the work of Seiberg in hep-th/0211234 for the conjecture between the field theory and matrix model in the case with massive fundamental flavors, we generalize it to the case with massless fundamental flavors. We show that with a little modifications, the analysis given by Seiberg can be used directly to the case of massless flavors. Furthermore, this new method explains the insertion of delta functions in the matrix model given by Demasure and Janik in hep-th/0211082.

10 pages. Type fixed. Remarks added

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Cited by in corpus (11)

• An Introduction to Supersymmetric Gauge Theories and Matrix Models
• Massless Flavor in Geometry and Matrix Models
• Phases of N=1 Supersymmetric Gauge Theories with Flavors
• Cubic curves from matrix models and generalized Konishi anomalies
• Branches of N=1 Vacua and Argyres-Douglas Points
• Supersymmetric large-N reduced model with multiple matter
• Note on Seiberg Duality in Matrix Model
• Effective Gauge Degrees of Freedom and the (Non)existence of the Glueball Superpotential
• Matrix Models, Monopoles and Modified Moduli
• On effective superpotentials and Kutasov duality
• On {\cal N}=1 exact superpotentials from U(N) matrix models