Abstract

Recently it was shown that in QCD-like theories with Nf>NN_f > N, where NfN_f is the number of light flavors and NN is the number of colors, there are correlation functions that vanish in perturbation theory and at short distances receive dominant, calculable contributions from small instantons. Here we extend the set of such objects to theories with Nf=NN_f = N, which includes real QCD, and discuss their application as a calibration of lattice computations at small quark mass. We revisit the related issue of the uu quark mass and its additive renormalization by small instantons, and discuss an alternative test of mu=0m_u=0 on the lattice.

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