The Glueball Superpotential for G_2
Osamu Saito
TL;DR
This paper computes the glueball superpotential for N=1 supersymmetric G_2 gauge theory, revealing simplifications in the perturbative calculation and providing insights into its non-perturbative dynamics.
Contribution
It presents a perturbative calculation of the glueball superpotential for G_2 gauge theory, highlighting a cancellation that simplifies the process and offers new understanding of non-perturbative effects.
Findings
Bosonic and fermionic momentum integrals cancel each other
Simplified perturbative computation of the superpotential
Insights into non-perturbative aspects of G_2 gauge theory
Abstract
We perform a perturbative computation of the glueball superpotential for N=1 supersymmetric G_2 gauge theory with one adjoint matter multiplet. We find that the computation simplifies because the bosonic momentum integral cancels with the fermionic momentum integral. The effective glueball superpotential allows us to gain an insight into non-perturbative aspect of the supersymetric gauge theory.
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Taxonomy
TopicsBlack Holes and Theoretical Physics · Particle physics theoretical and experimental studies · Quantum Chromodynamics and Particle Interactions