This　article　investigates　the　synchronization　issue　of　stochastic　large-scale　networks　with　time　delays　(SLNTD)　via　periodic　self-triggered　asynchronous　intermittent　sampled-data　decentralized　control　(PAISC).　This　is　the　first　implementation　of　asynchronous　decentralized　control　to　tackle　asynchronization　challenges　in　intermittent　sampled-data　control.　Particularly,　the　self-triggered　characteristic　of　the　controller　facilitates　adaptive　adjustments　in　response　to　exceptional　circumstances,　thus　bolstering　the　fault　tolerance　capabilities　of　SLNTD.　Methodologically,　the　Lyapunov　method　is　utilized　to　analyze　the　pth　moment　exponential　synchronization　of　SLNTD,　incorporating　the　method　of　graph　theory　to　process　asynchronous-　meaning　cross-coupling　terms.　Moreover,　the　practical　merits　of　our　obtained　results　are　illustrated　through　the　numerical　example　of　islanded　micro　grid.　Finally,　a　numerical　example　is　given　to　illustrate　the　asynchronous　advantages　of　PAISC.