Seiberg Duality in Matrix Model

TL;DR

This paper verifies Seiberg duality in supersymmetric gauge theories using matrix models with fundamental flavors, confirming the duality predictions through explicit calculations.

Contribution

It demonstrates the validity of Seiberg duality in the context of matrix models with fundamental flavors and no adjoint field, extending previous theoretical checks.

Findings

Matrix model results agree with field theory predictions

Explicit integration confirms duality in mass-deformed cases

Supports matrix models as tools for non-perturbative duality checks

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.