We study the superconductor-insulator transition of a 2-dimensional Bo
se-Hubbard model. In a coarse-grained free-energy functional descripti
on we evaluate the electromagnetic response functions of the system. T
he real part of the longitudinal conductivity is characterized by an e
xcitation gap, whereas the imaginery part describes a capacitor. In an
ideal system, under certain conditions a universal conductance is fou
nd at the transition. If we add low frequency dissipation to the model
a different value of the universal conductance is found, but still it
is independent of the strength of the dissipation.