Event-triggered output quantized control of discrete Markovian singular systems

Abstract

This paper is concerned with the event-triggered H∞ admissible analysis and controller synthesis for discrete delayed singular Markovian jump network systems with output quantizations. Based on event-triggered communication mechanism and quantized control strategy, a singular network system model with network-induced delays is firstly established, and sufficient criteria are then given to guarantee that the singular stochastic network systems are stochastically H∞ admissible. Furthermore, according to variable separation and matrix decomposition techniques, output quantized controllers and event-triggered matrices are tactfully co-designed for the stochastic H∞ admissibility of the singular network model. An example is also provided to illustrate the effectiveness of the proposed approach.