Education Commission Scientific Research Innovation Key Project of Shanghai [13ZZ050]; Science and Technology Commission Innovation Plan Basic Research Key Project of Shanghai [12JC1400400]; Education Department Scientific Project of Zhejiang Province [Y201326804]; Scientific and Technological Innovation Plan Projects of Ningbo City [2012B71011, 2011B710038]
机构署名：
本校为其他机构
院系归属：
理学院
摘要：
This paper presents a framework for finite-time global synchronization of Markovian jump complex networks (MJCNs) with partially unknown transition rates, time-delays and stochastic noises. Several criteria for finite-time global synchronization are given by using the stochastic analysis techniques and matrix theory. These criteria provide a feasible approach to design linear feedback controller and to compute finite-time of global synchronization for the addressed MJCNs. Four numerical examples are given ...
