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Green-Schwarz Automorphisms and 6D SCFTs
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All known interacting 6D superconformal field theories (SCFTs) have a tensor branch which includes anti-chiral two-forms and a corresponding lattice of string charges. Automorphisms of this lattice preserve the Dirac pairing and specify discrete global and gauge symmetries of the 6D theory. In this paper we compute this automorphism group for 6D SCFTs. This discrete data determines the geometric structure of the moduli space of vacua. Upon compactification, these automorphisms generate Seiberg-like dualities, as well as additional theories in discrete quotients by the 6D global symmetries. When a perturbative realization is available, these discrete quotients correspond to including additional orientifold planes in the string construction.
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Cited by 1 Pith paper
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Non-Invertible Symmetries in 6d from Green-Schwarz Automorphisms
Non-invertible S3-ality defects are constructed in the 6d (2,0) so(8) SCFT, with fusion rules computed by half-space gauging and SymTFT.
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