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The SO(6) Scalar Product and Three-Point Functions from Integrability
Published 1 Aug 2012 in hep-th | (1208.0100v3)
Abstract: In 1012.2475 Escobedo, Gromov, Sever and Vieira suggested a formula for an SU(2) three-point correlation function at weak coupling based on integrability techniques. We generalize it to the SO(6) sector, thus including all possible single-trace scalar operators in $\mathcal{N}=4$ super Yang-Mills, and prove by direct comparison to a perturbative SO(6) calculations that our generalization is valid.
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