Sequences of $6d$ SCFTs on generic Riemann surfaces

Understand

We consider compactifications of $6d$ minimal $(D_{N+3},D_{N+3})$ type conformal matter SCFTs on a generic Riemann surface.

• We derive the theories corresponding to three punctured spheres (trinions) with three maximal punctures, from which one can construct models corresponding to generic surfaces.
• The trinion models are simple quiver theories with $\mathcal{N}=1$ $SU(2)$ gauge nodes.
• One of the three puncture non abelian symmetries is emergent in the IR.