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The research investigates the structure and symmetries of 4D N=1 ADE gauge theories derived from M-theory.

Aspects of 4d N=1 ADE gauge theories from M-theory: decomposition, automorphisms, and generalised symmetries

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Analyzes gauge theories' decomposition and symmetries in various Lie algebras, highlighting their M-theory connections.

The research investigates the structure and symmetries of 4D N=1 ADE gauge theories derived from M-theory.
Examined decomposition of gauge theories with different Lie algebras
Studied inner and outer automorphisms
Analyzed p-form symmetries and SymTFTs
Identified symmetry topological operators and defects via M-theory
Demonstrated gauge theories possess inner and outer automorphisms for possible gauge breaking
Extended decomposition structure to new gauge algebras like so(2N+1) and sp(2N)
Derived modified instanton sums and topological features directly from M-theory

Khlaif et al. (2026) studied this question.

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