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The passivity approach expands the classes of synchronization schemes available to the designer.
This paper investigates two classes of synchronization problems of multiple chaotic systems with unknown uncertainties and disturbances by employing sliding mode control.
Similar(58)
In this paper, a unified mathematical expression describing a class of synchronization systems is presented, for which the problem of chaos synchronization between different chaotic systems with input nonlinearity has been studied.
Another class of synchronization algorithms capitalizes on the fine correlation properties of binary codes.
We also implement our attacks and countermeasure for one class of time synchronization protocols.
In this paper, we have introduced two classes of different chaos synchronization modes among multiple chaotic systems, and we discussed the adaptive synchronization problems of multiple chaotic systems with unknown parameters.
Sufficient conditions of synchronization for one class of heterogeneous networks are established.
This paper deals with the problem of synchronization of a class of continuous-time chaotic systems using the drive-response concept.
In this paper, we have developed an approach to solve the problem of synchronization for a class of complex dynamical networks with mixed mode-dependent delays.
In this paper an adaptive sliding mode controller is presented for a class of master slave chaotic synchronization systems with uncertainties.
For such classes of two event triggers, the exponential synchronization as well as the convergence rate of the controlled complex networks are studied, respectively, by employing the M-matrix theory, algebraic graph theory and the Lyapunov method.
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