Abstract:
In this paper, without assuming symmetry, irreducibility, or linearity of the couplings, we prove that a single controller can pin a coupled complex network to a homogeno...Show MoreMetadata
Abstract:
In this paper, without assuming symmetry, irreducibility, or linearity of the couplings, we prove that a single controller can pin a coupled complex network to a homogenous solution. Sufficient conditions are presented to guarantee the convergence of the pinning process locally and globally. An effective approach to adapt the coupling strength is proposed. Several numerical simulations are given to verify our theoretical analysis.
Published in: IEEE Transactions on Circuits and Systems I: Regular Papers ( Volume: 54, Issue: 6, June 2007)
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- IEEE Keywords
- Index Terms
- Complex Network ,
- Single Control ,
- Coupling Constant ,
- Eigenvectors ,
- Continuous-time ,
- Dynamic Network ,
- Network Topology ,
- Control Problem ,
- Power Grid ,
- Symmetric Matrix ,
- Evolvability ,
- Bottom Of Page ,
- Coupled System ,
- Degree Of Connectivity ,
- Chaotic System ,
- Dimensionless Form ,
- Coupled Oscillators ,
- Coupling Matrix ,
- Small-world Network ,
- Coupling Network ,
- Complete Synchronization ,
- Asymmetric Matrix
- Author Keywords
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Complex Network ,
- Single Control ,
- Coupling Constant ,
- Eigenvectors ,
- Continuous-time ,
- Dynamic Network ,
- Network Topology ,
- Control Problem ,
- Power Grid ,
- Symmetric Matrix ,
- Evolvability ,
- Bottom Of Page ,
- Coupled System ,
- Degree Of Connectivity ,
- Chaotic System ,
- Dimensionless Form ,
- Coupled Oscillators ,
- Coupling Matrix ,
- Small-world Network ,
- Coupling Network ,
- Complete Synchronization ,
- Asymmetric Matrix
- Author Keywords