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We explore how to compute, classically at strong coupling, correlationfunctions of local operators corresponding to classical spinning string states.The picture we obtain is of `fattened' Witten diagrams, the evaluation of whichturns out to be surprisingly subtle and requires a modification of the naiveclassical action due to a necessary projection onto appropriate wave functions.We examine string solutions which compute the simplest case of a two-pointfunction and reproduce the right scaling with the anomalous dimensionscorresponding to the energies of the associated spinning string solutions. Wealso describe, under some simplifying assumptions, how the spacetime dependenceof a conformal three-point correlation function arises in this setup.

On correlation functions of operators dual to classical spinning string states