In this paper, we consider a class of stochastic
mathematical programs with equilibrium constraints (SMPECs) that
has been discussed by Lin and Fukushima (2003). Based on a
reformulation given therein, we propose a regularization method
for solving the problems. We show that, under a weak condition, an
accumulation point of the generated sequence is a feasible point
of the original problem. We also show that such an accumulation
point is S-stationary to the problem under additional assumptions.