Finite-time quantized dynamic event-triggered control for cluster synchronization of Markovian jump complex dynamic networks with time-varying delays and actuator faults (Q6105313)

The paper deals with a quite complicated structure called complex dynamic network with Markov jumps. It is synchronized i.e. it is forced by a controller to a certain manifold of dynamic processes. This behavior is modelled as a stability problem tackled by a Lyapunov-Krasovskii functional. The sufficient conditions of stability are expressed as a linear matrix inequality.