IEEE Transactions on Automatic Control · 2018 · 27 citations · 38 references
Natural SciencesSystems EngineeringComplex SystemsDynamical SystemsSystem DynamicsChaos TheoryControl Of Dynamical SystemsControl SystemsControl TheoryInverse DynamicsOptimal ControlChaos ControlComplex Network AnalysisComplex Network TheoryComplex NetworksControl Law DesignInverse Optimal ControlNetwork Control TheoryTrajectory Tracking Control
In this technical note, a novel approach to trajectory tracking control of a complex network is presented, based on the idea and technique of inverse optimal pinning control. A control law that stabilizes the tracking error dynamics is developed. This controller allows different coupling strengths, and simultaneously minimizing an associated cost functional. Chaotic systems are considered to illustrate the applicability of the new methodology and the proposed controller effectiveness via simulations.
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Collective dynamics of ‘small-world’ networks
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Emergence of Scaling in Random Networks
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An equation for continuous chaos
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