Dissipative-based synchronization of Markovian jumping complex dynamical networks with additive time-varying delays, reaction-diffusion terms, uncertainties, and sampled-data control

This paper examines, the dissipativity-based synchronization of a class of Markovian jump complex dynamical networks (CDNs) with additive time-varying delays, reaction-diffusion terms, and sampled-data control. To reflect a large portion of the powerful acts of the network, the parameter uncertainties are studied. By construction a suitable Lyapunov functional and applying matrix inequality approach with Newton Leibniz formula, Writinger inequality sufficient conditions derived such that the complex dynamical systems is dissipative. Some new synchronization criteria are acquired regarding of linear matrix inequalities (LMIs), which can adequately be derived some available software. At last, a numerical illustration is inclined to demonstrate the usefulness the scheduled results.