Seiberg Duality in Matrix Model

Abstract

In this paper, we use the matrix model of pure fundamental flavors (without the adjoint field) to check the Seiberg duality in the case of complete mass deformation. We show that, by explicit integration at both sides of electric and magnetic matrix models, the results agree with the prediction in the field theory.

5 pages. Short notes. Abstract rewritten. Typo fixed

References in corpus (22)

• Electric-Magnetic Duality in Supersymmetric Non-Abelian Gauge Theories
• Chiral Rings and Anomalies in Supersymmetric Gauge Theory
• A Perturbative Window into Non-Perturbative Physics
• D-Brane Gauge Theories from Toric Singularities and Toric Duality
• Toric Duality as Seiberg Duality and Brane Diamonds
• Toric Duality Is Seiberg Duality
• Phase Structure of D-brane Gauge Theories and Toric Duality
• Perturbative Computation of Glueball Superpotentials
• Symmetries of Toric Duality
• Perturbative Analysis of Gauged Matrix Models
• Seiberg Duality for Quiver Gauge Theories
• S-duality of the Leigh-Strassler Deformation via Matrix Models
• Exact Superpotentials for Theories with Flavors via a Matrix Integral
• Quantum parameter space and double scaling limits in N=1 super Yang-Mills theory
• Effective matter superpotentials from Wishart random matrices
• Quantum moduli spaces from matrix models
• The N=2 gauge theory prepotential and periods from a perturbative matrix model calculation
• Exact superpotentials in N=1 theories with flavor and their matrix model formulation
• Konishi anomaly and N=1 effective superpotentials from matrix models
• Perturbative Derivation of Exact Superpotential for Meson Fields from Matrix Theories with One Flavour
• Derivation of the Konishi anomaly relation from Dijkgraaf-Vafa with (Bi-)fundamental matters
• Large N Strong Coupling Dynamics in Non-Supersymmetric Orbifold Field Theories

Cited by in corpus (20)

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• Matrix model approach to the N=2 U(N) gauge theory with matter in the fundamental representation
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• Baryonic Corrections to Superpotentials from Perturbation Theory
• Real Borcherds Superalgebras and M-theory
• Seiberg Duality in Matrix Models II
• Multi-Trace Superpotentials vs. Matrix Models
• Super Yang-Mills With Flavors From Large N_f Matrix Models
• Exact Mesonic Vacua From Matrix Models
• Note on Matrix Model with Massless Flavors
• Generalized Yukawa couplings and Matrix Models
• Mean-field Approach to the Derivation of Baryon Superpotential from Matrix Model
• Developments of theory of effective prepotential from extended Seiberg-Witten system and matrix models
• Chiral Rings, Superpotentials and the Vacuum Structure of N=1 Supersymmetric Gauge Theories
• Derivation of the linearity principle of Intriligator-Leigh-Seiberg
• Note on Seiberg Duality in Matrix Model
• Effective Gauge Degrees of Freedom and the (Non)existence of the Glueball Superpotential
• Aspects of Supersymmetric Gauge Theory and String Theory
• On the Chiral Ring and Vacua of $\mathcal{N}=1$ Adjoint SQCD