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Complex lag synchronization of two identical chaotic complex nonlinear systems

100%
Mahmoud E., Abualnaja K.
Open Physics
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2014
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vol. 12
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issue 1
63-69
EN
Much progress has been made in the research of synchronization for chaotic real or complex nonlinear systems. In this paper we introduce a new type of synchronization which can be studied only for chaotic complex nonlinear systems. This type of synchronization may be called complex lag synchronization (CLS). A definition of CLS is introduced and investigated for two identical chaotic complex nonlinear systems. Based on Lyapunov function a scheme is designed to achieve CLS of chaotic attractors of these systems. The effectiveness of the obtained results is illustrated by a simulation example. Numerical results are plotted to show state variables, modulus errors and phase errors of these chaotic attractors after synchronization to prove that CLS is achieved.
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On the region of attraction of dynamical systems: Application to Lorenz equations

88%
Hammami M. A., Rettab N. H., Hammami M. A., Rettab N. H.
Archives of Control Sciences
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2020
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vol. 30
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issue 3
3
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The Stability Interval of the Set of Linear System

63%
Mazakov T., Wójcik W., Jomartova S., Karymsakova N., Ziyatbekova G., Tursynbai A., Mazakov T., Wójcik W., Jomartova S., Karymsakova N., Ziyatbekova G., Tursynbai A.
International Journal of Electronics and Telecommunications
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2021
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vol. 67
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issue 2
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