  We present quantum Monte Carlo simulation results on a quantum S=1/2 XY model
with ring exchange (the J-K model) on a three-dimensional simple cubic lattice.
We first characterize the ground state properties of the pure XY model,
obtaining estimations for the energy, spin stiffness and spin susceptibility at
T=0 in the superfluid phase. With the ring exchange, we then present simulation
data on small lattices which suggests that the superfluid phase persists to
very large values of the ring exchange K, without signatures of a phase
transition. We comment on the consequences of this result for the search for
various exotic phases in three dimensions.
