Asymptotic Stability of Dynamical Networks
In this paper, asymptotic stability of dynamical networks with non-identical nodes is investigated. Networks with fixed and switching topologies are discussed, respectively. Different Lyapunov functions for each individual node are used, and sufficient conditions for both cases are derived to guarantee asymptotic stability of such networks. The stabilizing switching signals are identified by using the convex combination method for networks with switching topology. The results obtained are not...[Show more]
|Collections||ANU Research Publications|
|Source:||Chinese Control Conference 2011 proceedings|
|01_Liu_Asymptotic_Stability_of_2011.pdf||223.28 kB||Adobe PDF||Request a copy|
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