作者: Z.X. Liu , Z.Q. Chen , Z.Z. Yuan
DOI: 10.1016/J.PHYSA.2006.09.009
关键词: Stability (learning theory) 、 Mathematics 、 Control theory 、 Control (management) 、 Linear matrix inequality 、 Work (thermodynamics) 、 Node (networking) 、 Time delays 、 Fraction (mathematics)
摘要: Abstract Time delays commonly exist in the real world. In present work we consider weighted general complex dynamical networks with time delay, which are undirected and connected. Control of such networks, by applying local feedback injections to a fraction network nodes, is investigated for both continuous-time discrete-time cases. Both delay-independent delay-dependent asymptotical stability criteria stabilization derived. It also shown that whole can be stabilized controlling only one node. The efficiency derived results was illustrated numerical examples.