Adaptive–impulsive synchronization of chaotic systems

Fuzzy adaptive quantized output feedback tracking control for switched nonlinear systems with input quantization

“…It should be mentioned that the adaptive fuzzy control design methods on uncertain nonlinear systems in strict-feedback form with input quantization has not been reported yet. And also, although many fuzzy or neural adaptive control design problems have been investigated for uncertain nonlinear systems by combining the adaptive backstepping design technique with fuzzy-logic-systems (FLSs) or neural-networks (NNs) [6][7][8][9][10][11][12][13][14][15][16][17][18][19][20][21][22][23][24][25]45,46], these adaptive fuzzy or neural control schemes are all focused on the non-switched nonlinear systems.…”

pth moment exponential stochastic synchronization of coupled memristor-based neural networks with mixed delays via delayed impulsive control

“…Impulsive control, as one of the most effective and economic control methods, has recently attracted great interests of many researchers in different fields since it needs small control gains and acts only at discrete times, thus control cost and the amount of transmitted information can be reduced drastically (Wan & Sun, 2011;Yang, Cao, & Lu, 2011;Yang, Cao, & Lu, 2012;Yang & Xu, 2007). Nevertheless, most of existing impulsive controllers including those in (Wan & Sun, 2011;Yang, Cao, & Lu, 2011;Yang, Cao, & Lu, 2012), and (Yang & Xu, 2007) were non-delayed.…”

“…Nevertheless, most of existing impulsive controllers including those in (Wan & Sun, 2011;Yang, Cao, & Lu, 2011;Yang, Cao, & Lu, 2012), and (Yang & Xu, 2007) were non-delayed. Recently, authors in ) studied the synchronization of impulsive systems with multiple time-varying delays in both continuous part and impulsive part.…”

Stability analysis of complex-valued impulsive systems with time delay

“…So far, many profound results have been obtained for the dynamics of impulsive systems, especially the impulsive systems with mixed impulse moments [2][3][4][5][6][7][8]. However, almost all of the existing works only focus on the real-valued impulsive systems.…”