In　this　paper,　the　stability　of　and　controller　design　for　networked　control　systems　(NCSs)　with　network-induced　delays　and　random　sampling　intervals　are　investigated.　Specifically,　the　network-induced　delays　and　sampling　intervals　are　assumed　random　following　a　joint　probability　density　function.　For　stability　analysis,　the　system　is　modeled　in　the　discrete-time　domain.　In　this　context,　both　the　moment　stability　and　Lyapunov　stability　are　considered,　for　which　conditions　guaranteeing　stability　are　derived　leveraging　a　vectorization　technique.　By　introducing　a　new　matrix　decomposition　method,　the　stabilization　controller　is　designed　so　that　the　closed-loop　system　is　stochastically　stable　in　the　presence　of　random　sampling　intervals　and　network-induced　delays.　Finally,　a　benchmark　example　is　provided　to　validate　the　effectiveness　of　the　proposed　approach.　(C)　2020　Published　by　Elsevier　Ltd.