The planar limit of chiral correlators
arXiv:2106.04553 · doi:10.1007/JHEP08(2021)032
Abstract
We derive the planar limit of 2- and 3-point functions of single-trace chiral primary operators of SQCD on , to all orders in the 't Hooft coupling. In order to do so, we first obtain a combinatorial expression for the planar free energy of a hermitian matrix model with an infinite number of arbitrary single and double trace terms in the potential; this solution might have applications in many other contexts. We then use these results to evaluate the analogous planar correlation functions on . Specifically, we compute all the terms with a single value of the function for a few planar 2- and 3-point functions, and conjecture general formulas for these terms for all 2- and 3-point functions on .
25 pages. v2 : added reference
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Cited by in corpus (11)
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- Strong coupling expansions in quiver gauge theories
- The planar limit of integrated 4-point functions
- Integrated correlators at strong coupling in an orbifold of SYM
- Linear Quivers at Large-
- Wilson loop correlators at strong coupling in quiver gauge theories
- Defect correlators in a SCFT at strong coupling
- Integrated correlators with a Wilson line in a quiver gauge theory at strong coupling
- A derivation of the planar limit of chiral correlators
- Strong-coupling results for superconformal quivers and holography
- On the planar free energy of matrix models