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This paper is concerned with practical tracking synchronization problem for disturbed networked Lagrangian systems based on pinning control framework. We propose a pinning algorithm to guarantee the practical tracking synchronization of networked identical Lagrangian systems by applying local linear feedback injections to a small fraction of nodes. We also present a simple yet generic criteria on...
Pinning control of diagonalizable fractional-order chaotic network is investigated. Based on the stability theory of fractional system, combining with the method of eigenvalue analysis, stable regions and the control strategies are obtained. Finally, numerical simulations are used to verify the proposed approach.
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