Hybrid renormalization and its application to lattice determination of vector meson distribution amplitudes

Recent developments have shown that parton physics can be extracted from lattice QCD calculations of Euclidean correlation functions in a hadron with finite but large momentum. Such correlations involve both power and logarithmic divergences and thus need to be properly renormalized. In this talk, I'll discuss a hybrid renormalization scheme and its application to lattice calculations of vector meson distribution amplitudes.