Superconformal index with duality domain wall View Full Text


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Article Info

DATE

2012-10

AUTHORS

Dongmin Gang, Eunkyung Koh, Kimyeong Lee

ABSTRACT

We study a superconformal index for super Yang-Mills on S1× S3 with a half BPS duality domain wall inserted at the great two-sphere in S3. The index is obtained by coupling the 3d generalized superconformal index on the duality domain wall with 4d half-indices. We further consider insertions of line operators to the configuration and propose integral equations which express that the 3d index on duality domain wall is a duality kernel relating half indices of two line operators related by the duality map. We explicitly check the proposed integral equations for various duality domain walls and line operators in the SU(2) theory. We also briefly comment on a generalization to A1 Gaiottotheorieswithasimpleexample, SU(2)SYMwithfourflavors. More... »

PAGES

187

References to SciGraph publications

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