[1] Homaeinezhad MR, S. Yaqubi S. Discrete-time sliding-surface based control of parametrically uncertain nonlinear systems with unknown time-delay and inaccessible switching mode detection. Int. J. Control.. 2021; 94:3.
[2] Yang D, Li X, Qiu J. Output tracking control of delayed switched systems via state-dependent switching and dynamic output feedback. Nonlinear Anal. Hybrid Syst.2019; 32:294-305.
[3] Homaeinezhad MR, Yaqubi S, Fotoohinia F. .FEA based discrete-time sliding mode control of uncertain continuum mechanics MIMO vibrational systems. J. Sound Vib. 2019; 460.
[4] Liberzon D. Switching in systems and control. Birkhäuser. Basel. 2003.
[5] Zhai D, Lu AY, Ye D, Zhang QL. Adaptive tracking control for a class of switched uncertain nonlinear systems under a new state-dependent switching law. Nonlinear Anal. Hybrid Syst. 2017; 24: 227-243.
[6] Zhang H, Xie D, Zhang H, Wang G. Stability analysis for discrete-time switched systems with unstable subsystems by a mode-dependent average dwell time approach. ISA Trans. 2014; 53: 1081-1086.
[7] Badar R, Khan L. Legendre wavelet embedded NeuroFuzzy algorithms for multiple FACTS. Int. J. Electr. Power Energy Syst. 2016; 80: 81-90.
[8] Ricalde LJ, Sanchez EN. Inverse optimal neural control of a class of nonlinear systems with constrained inputs for trajectory tracking. Optim. Control Appl. Methods. 2012; 33: 176-198.
[9] Lu CH. Wavelet fuzzy neural networks for identification and predictive control of dynamic systems. IEEE Trans. Ind. Electron. 2011; 58: 3046-3058.
[10] Kahkeshi MS, Sheikholeslam F, Zekri M. “Design of adaptive fuzzy wavelet neural sliding mode controller for uncertain nonlinear systems. ISA Trans. 2013; 52: 342-350.
[11] Cheng R, Bai Y. A novel approach to fuzzy wavelet neural network modeling and optimization. Int. J. Electr. Power Energy Syst. 2015; 64: 671-678.
[12] Mayne DQ, Falugi P. Stabilizing conditions for model predictive control. Int. J. Robust Nonlinear Control. 2019; 29: 894-903.
[13] Ong CJ, Wang Z, Dehghan M. Model predictive control for switching systems with dwell-time restriction. IEEE Trans. Automat. Contr. 2016; 61: 4189-4195.
[14] Du H, Yu X, Chen MZQ, Li S. Chattering-free discrete-time sliding mode control. Automatica. 2016; 68: 878-91.
[15] Hairer E, Wanner G, Nørsett SP. Solving ordinary differential equations I: Nonstiff problems. 1993; Berlin-Springer.