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VOLUME 99 (2014) | ISSUE 2 | PAGE 115
Generalized Jack polynomials and the AGT relations for the SU(3) group
DOI: 10.7868/S0370274X14020106
Abstract
We find generalized Jack polynomials for the SU(3) group and verify that their Selberg averages for several first levels are given by Nekrasov functions. To compute the averages we derive recurrence relations for the \mathfrak{sl}_3 Selberg integrals.