Dynamics of Delayed Memristive Systems in Combination Chaotic Circuits

Active control and electronic simulation of a novel fractional order chaotic jerk system

“…The different synchronization techniques include active control, backstepping control, Open plus close loop [43]. Synchronization can involve two [46], and three or more systems [3]. Furthermore, synchronization can be between systems of different dimensions either as reduced [47] or increased order [48].…”

Active Control and Electronic Simulation of a Novel Fractional Order Chaotic Jerk System

“…The different synchronization techniques include active control, backstepping control, Open plus close loop [43]. Synchronization can involve two [46], and three or more systems [3]. Furthermore, synchronization can be between systems of different dimensions either as reduced [47] or increased order [48].…”

Synchronization of cyclic coupled hyperchaotic systems and its circuit implementation

“…Synchronization phenomenon is one of the most exciting behaviour of coupled nonlinear dynamical systems due to its significant and relevant applications in physical, chemical, biological and complex systems in general [Strogatz, 1994;Alligood et al, 1997;Njah and Ojo, 2010;Ma et al, 2012;Okpabi et al, 2017;Tong et al, 2016]. Several types of synchronization [Rosenblum et al, 1997;Pecora and Carroll, 1990;Ojo et al, 2016a;Ojo et al, 2011;Ojo et al, 2013b;Gasri et al, 2018], methods of synchronization [Yang, 2012;Njah, 2011;Lu et al, 2013;Ojo et al, 2013a;Adegoke et al, 2013;Yang, 2012], and schemes [Ouannas, 2014;Zhang and Deng, 2014;Dongmo et al, 2018;Ojo et al, 2016b;Yu et al, 2013;Adelakun et al, 2017] have been developed in order to obtain most efficient applications of synchronization to natural and artificial systems. The search for the best coupling techniques to achieve excellent synchronization efficiency has led to the discovery of different coupling techniques such as unidirectional coupling [Adelakun et al, 2014;Rulkov et al, 1995;Ojo et al, 2013c], bidirectional coupling [Kumar et al, 2016;Khan and Poria, 2012], cross coupling [Zhang and Deng, 2014;Mengfei et al, 2015], cyclic coupling [Bera et al, 2016;Olusola et al, 2013;Egunjobi et al, 2018] and others [Liu et al, 2011;Iqbal et al, 2018;Belykh et al, 2005;…”