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A derivation of the planar limit of {cal N}=2 chiral correlators
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A derivation of the planar limit of {cal N}=2 chiral correlators
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We derive analytically the terms of maximal transcendality of the planar 2- and 3-point functions of single-trace chiral primary operators of ${\cal N}=2$ SQCD on $\bR^4$, to all orders in the 't Hooft coupling. These results prove two conjectures we formulated in previous work. Furthermore, we also provide an explicit expression for the terms in the planar 2-point functions of these operators that contain products of two values of the $\zeta$ function.
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