During　the　process　of　industrial　control,　data　are　transmitted　by　network　or　sensors　fail　temporarily,　so　the　system　measurements　may　be　unavailable　at　any　sample　time.　A　Bernoulli　distributed　white　sequence　is　used　to　describe　missing　data　and　the　probability　of　the　occurrence　of　missing　data　is　assumed　to　be　known.　The　problem　of　H∞　static　output-feedback　control　is　designed　for　a　class　of　uncertain　discrete-time　stochastic　systems　with　time　delay.　By　the　output-feedback　control　designed,　the　systems　are　exponentially　mean-square　stable　and　a　prescribed　H∞　performance　is　guaranteed　by　using　linear　matrix　inequalities　(LMIs).　The　simulation　result　shows　the　validity　of　the　proposed　design　approach.