The　control　problem　for　nonlinear　networked　control　systems　with　random　packet　losses　is　investigated.　Missing　measurement　from　the　sensor　to　the　controller　and　missing　data　from　the　controller　to　the　actuator　are　simultaneously　considered.　The　T-S　discrete　fuzzy　model　is　adopted　for　modeling　the　nonlinear　time-delay　system.　The　measurement　and　control　packet　losses　are　described　by　two　independent　Bernoulli　distributed　white　sequence.　Based　on　parallel　distributed　compensation　(PDC)　approach,　a　method　to　design　a　dynamic　output　feedback　fuzzy　controller　is　proposed.　A　sufficient　condition　for　the　existence　of　the　dynamic　output　feedback　fuzzy　controller　is　presented　via　matrix　inequalities,　which　guarantee　that　the　closed-loop　systems　are　exponentially　mean-square　stable　and　strictly　dissipative.　A　convex　optimization　method　is　provided　to　obtain　the　parameters　of　the　controller.　The　numerical　simulation　results　verify　the　feasibility　and　the　validity　of　the　proposed　method.