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Dual-stage adaptive finite-time modified function projective multi-lag combined synchronization for multiple uncertain chaotic systems : Open Mathematics

机译:多个不确定混沌系统的双阶段自适应有限时间修正函数射影多时滞组合同步:开放数学

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In this paper, for multiple different chaotic systems with unknown bounded disturbances and fully unknown parameters, a more general synchronization method called modified function projective multi-lag combined synchronization is proposed. This new method covers almost all of the synchronization methods available. As an advantage of the new method, the drive system is a linear combination of multiple chaotic systems, which makes the signal hidden channels more abundant and the signal hidden methods more flexible. Based on the finite-time stability theory and the sliding mode variable structure control technique, a dual-stage adaptive variable structure control scheme is established to realize the finite-time synchronization and to tackle the parameters well. The detailed theoretical derivation and representative numerical simulation is put forward to demonstrate the correctness and effectiveness of the advanced scheme.
机译:针对具有未知边界扰动和参数完全未知的多个不同混沌系统,提出了一种更通用的同步方法,称为修正函数投影多时延组合同步。此新方法涵盖了几乎所有可用的同步方法。作为新方法的优点,驱动系统是多个混沌系统的线性组合,这使得信号隐藏通道更加丰富,信号隐藏方法更加灵活。基于有限时间稳定性理论和滑模变结构控制技术,建立了一种双阶段自适应变结构控制方案,实现了有限时间同步并很好地解决了参数问题。提出了详细的理论推导和代表性的数值模拟,以证明改进方案的正确性和有效性。

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