Aging logarithmic Galilean field theories

We further perform systematic investigations on two-time response functions for general d and z, and identify the growth exponent as a function of the scaling dimensions Δ of the dual field theory operators and aging parameter α in our theory. The initial growth exponent is only controlled by Δ, while its late time behavior by α as well as Δ. These behaviors are separated by a time scale order of the waiting time. We attempt to make contact our results with some field theoretical growth models, such as Kim-Kosterlitz model at higher number of spatial dimensions d.