REFERENCES
1. Peng S, Wang Q, Fu B. Exponential stabilization of chaotic systems based on fuzzy time-triggered intermittent control. Chaos Soliton Fract 2022;162:112390.
2. Asadollahi M, Ghiasi AR, Badamchizadeh MA. Adaptive control for a class of nonlinear chaotic systems with quantized input delays. J Franklin Inst 2020;357:254-78.
3. Chen G. Controlling chaos and bifurcations in engineering systems. Boca Raton: CRC Press; 1999, pp. 412-21. Available from: https://www.amazon.com/Controlling-Chaos-Bifurcations-Engineering-Systems/dp/0849305799[Last accessed on 28 Nov 2024].
4. Mobayen S, Tchier F. Composite nonlinear feedback control technique for master/slave synchronization of nonlinear systems. Nonlinear Dyn 2017;87:1731-47.
5. Ge ZM, Lin GH. The complete, lag and anticipated synchronization of a BLDCM chaotic system. Chaos Soliton Fract 2007;34:740-64.
6. Faieghi M, Suwat K, Delavari H, Baleanu D. LMI-based stabilization of a class of fractional-order chaotic systems. Nonlinear Dyn 2013;72:301-9.
7. Modiri A, Mobayen S. Adaptive terminal sliding mode control scheme for synchronization of fractional-order uncertain chaotic systems. ISA Trans 2020;105:33-50.
8. Rashidnejad Z, Karimaghaee P. Synchronization of a class of uncertain chaotic systems utilizing a new finite-time fractional adaptive sliding mode control. Chaos Soliton Fract X 2020;5:100042.
9. Xia Y, Wang J, Meng B, Chen X. Further results on fuzzy sampled-data stabilization of chaotic nonlinear systems. Appl Math Comput 2020;379:125225.
10. Chang YC. A robust tracking control for chaotic Chua's circuits via fuzzy approach. IEEE Trans Circuits Syst I 2001;48:889-95.
11. Liu YJ, Zheng YQ. Adaptive robust fuzzy control for a class of uncertain chaotic systems. Nonlinear Dyn 2009;57:431-9.
12. Ababneh M, Almanasreh AM, Amasha H. Design of digital controllers for uncertain chaotic systems using fuzzy logic. J Franklin Inst 2009;346:543-56.
13. Chen L, Chen G. Fuzzy modeling, prediction, and control of uncertain chaotic systems based on time series. IEEE Trans Circuits Syst I 2000;47:1527-31.
14. Tanaka K, Ikeda T, Wang HO. A unified approach to controlling chaos via an LMI-based fuzzy control system design. IEEE Trans Circuits Syst I 1998;45:1021-40.
15. Wu HN, Bai MZ. Active fault-tolerant fuzzy control design of nonlinear model tracking with application to chaotic systems. IET Control Theory Appl 2009;3:642-53.
16. Li X, Ma D, Xie X, Sun Q. Fault-tolerant synchronization of chaotic systems with fuzzy sampled data controller based on adaptive event-triggered scheme. Int J Fuzzy Syst 2020;22:917-29.
17. Zhao L, Yang GH. Adaptive sliding mode fault tolerant control for nonlinearly chaotic systems against DoS attack and network faults. J Franklin Inst 2017;354:6520-35.
18. Su L, Shen H. Fault-tolerant dissipative synchronization for chaotic systems based on fuzzy mixed delayed feedback. Neurocomputing 2015;151:1407-13.
19. Wang H, Liu C, Huang X, Zhong Y, Qu D, Patton RJ. Extended state observer-based fault-tolerant control for an unmanned surface vehicle under asynchronous injection and deception attacks. Complex Eng Syst 2024;4:13.
20. Zhu ZY, Zhao ZS, Zhang J, Wang RK, Li Z. Adaptive fuzzy control design for synchronization of chaotic time-delay system. Inf Sci 2020;535:225-41.
21. Lam HK, Ling WK, Iu HC, Ling SH. Synchronization of chaotic systems using time-delayed fuzzy state-feedback controller. IEEE Trans Circuits Syst I 2008;55:893-903.
22. Sun J, Wang H. Stability analysis for highly nonlinear switched stochastic systems with time-varying delays. Complex Eng Syst 2022;2:17.
23. Pai MC. Chaotic sliding mode controllers for uncertain time-delay chaotic systems with input nonlinearity. Appl Math Comput 2015;271:757-67.
24. Mobayen S, Ma J. Robust finite-time composite nonlinear feedback control for synchronization of uncertain chaotic systems with nonlinearity and time-delay. Chaos Soliton Fract 2018;114:46-54.
25. Zhou J, Er MJ. Adaptive output control of a class of uncertain chaotic systems. Syst Control Lett 2007;56:452-60.
26. Zheng W, Zhang Z, Lam HK, Sun F, Wen S. LMIs-based exponential stabilization for interval delay systems via congruence transformation: Application in chaotic Lorenz system. Chaos Soliton Fract 2023;176:114060.
27. Bowong S, Kakmeni M, Koina R. Chaos synchronization and duration time of a class of uncertain chaotic systems. Math Comput Simulat 2006;71:212-28.
28. Li M, Xia J, Zhao J, Zhang H, Shen H. Event-triggered extended dissipative control for networked singular systems. Int J Control Autom Syst 2021;19:382-91.
29. Xia J, Gao H, Liu M, Zhuang G, Zhang B. Non-fragile finite-time extended dissipative control for a class of uncertain discrete time switched linear systems. J Franklin Inst 2018;355:3031-49.
30. Li M, Zhao Ji, Xia J, Zhuang G, Zhang W. Extended dissipative analysis and synthesis for network control systems with an event-triggered scheme. Neurocomputing 2018;312:34-40.
31. Liu Y, Ma Y. Finite-time non-fragile extended dissipative control for T-S fuzzy system via augmented Lyapunov-Krasovskii functional. ISA Trans 2021;117:1-15.
32. Li Y, Zhang J, Li Y. Command filter-based adaptive neural tracking control of nonlinear systems with multiple actuator constraints and disturbances. Complex Eng Syst 2024;4:5.
33. Adloo H, Noroozi N, Karimaghaee P. Observer-based model reference adaptive control for unknown time-delay chaotic systems with input nonlinearity. Nonlinear Dyn 2012;67:1337-56.
34. Rojas HD, Romero JC. On the equivalence between generalized proportional integral observer and disturbance observer. ISA Trans 2023;133:397-411.
35. Ouhib L, Kara R. Proportional observer design based on D-stability and Finsler's Lemma for Takagi-Sugeno systems. Fuzzy Sets Syst 2023;452:61-90.
36. Zhong Q, Yang J, Shi K, Zhong S, Li Z, Sotelo MA. Event-triggered H∞ load frequency control for multi-area nonlinear power systems based on non-fragile proportional integral control strategy. IEEE Trans Intell Transp Syst 2022;23:12191-201.
37. Youssef T, Chadli M, Karimi HR, Wang R. Actuator and sensor faults estimation based on proportional integral observer for TS fuzzy model. J Franklin Inst 2017;354:2524-42.
38. Sun Y, Yu J, Yu X, Gao H. Decentralized adaptive event-triggered control for a class of uncertain systems with deception attacks and its application to electronic circuits. IEEE Trans Circuits Syst I 2020;67:5405-16.
39. Wang D, Chen F, Meng B, Hu X, Wang J. Event-based secure H∞ load frequency control for delayed power systems subject to deception attacks. Appl Math Comput 2021;394:125788.
40. Feng J, Xie J, Wang J, Zhao Y. Secure synchronization of stochastic complex networks subject to deception attack with nonidentical nodes and internal disturbance. Inf Sci 2021;547:514-25.
41. Bi Y, Wang T, Qiu J, Li M, Wei C, Yuan L. Adaptive Decentralized finite-time fuzzy secure control for uncertain nonlinear CPSs under deception attacks. IEEE Trans Fuzzy Syst 2023;31:2568-80.
42. Hu Z, Deng F, Su Y, Zhang J, Hu S. Security control of networked systems with deception attacks and packet dropouts: a discrete-time approach. J Franklin Inst 2021;358:8193-206.
43. Zhang N, Qi W, Pang G, Cheng J, Shi K. Observer-based sliding mode control for fuzzy stochastic switching systems with deception attacks. Appl Math Comput 2022;427:127153.
44. Han S, Kommuri SK, Lee S. Affine transformed IT2 fuzzy event-triggered control under deception attacks. IEEE Trans Fuzzy Syst 2021;29:322-35.
45. Zhao D, Tian Y, Zhao N. Adaptive neural control for delayed discrete-time switched systems under deception attacks. Complex Eng Syst 2024;4:1.
46. Rong N, Wang Z. State-dependent asynchronous intermittent control for IT2 T–S fuzzy interconnected systems under deception attacks. Nonlinear Dyn 2020;100:3433-48.
47. Song W, Wang Z, Wang J, Shan J. Particle filtering for a class of cyber-physical systems under Round-Robin protocol subject to randomly occurring deception attacks. Inf Sci 2021;544:298-307.
48. Jiang Y, Wu S, Yang H, Luo H, Chen Z, Yin S, Kaynak O. Secure data transmission and trustworthiness judgement approaches against cyber-physical attacks in an integrated data-driven framework. IEEE Trans Syst Man Cybern Syst 2022;52:7799-809.
49. Yu K, Chang XH. Quantized output feedback resilient control of uncertain system under hybrid cyber attacks. Int J Adapt Control Signal Process 2022;36:2954-70.
50. Samidurai R, Sriraman R, Cao J, Tu Z. Nonfragile stabilization for uncertain system with interval time-varying delays via a new double integral inequality. Math Methods Appl Sci 2018;41:6272-87.
