The Superconformal Index of Class S Theories of Type D

Abstract

We consider the superconformal index of class S theories of type D, which arise by compactification of the (2,0) Dn theories on a punctured Riemann surface C. We also allow for the presence of twist lines on C associated to the Z2 outer automorphism of Dn. For a two-parameter slice (p=0, q, t) in the space of superconformal fugacities, we determine the 2d TQFT that computes the index.

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