Systematic Study of Theories with Quantum Modified Moduli II

TL;DR

This paper systematically classifies supersymmetric gauge theories with quantum modified moduli spaces, focusing on orthogonal and exceptional groups, and analyzes their symmetry properties and constraints.

Contribution

It completes the classification of all such theories with quantum modified moduli spaces, especially those based on orthogonal and exceptional groups.

Findings

All theories with quantum modified moduli spaces based on simple orthogonal or exceptional groups are identified.

Quantum modified constraints from s-confining theories are invariant under symmetries.

Some theories not derived from s-confining theories have covariant, not invariant, constraints.

Abstract

We complete the process of classifying all supersymmetric theories with quantum modified moduli. We present all the supersymmetric gauge theories based on a simple orthogonal or exceptional group that exhibit a quantum modified moduli space. The quantum modified constraints of theories derived from s-confining theories are invariant under all symmetries. However, theories that cannot be obtained by a deformation of an s-confining theory may have constraints that are covariant, rather than invariant.