麻花星空mv

?论文(第一、通讯)

1. On identification of Boolean control networks, SIAM Journal on Control and Optimization, 60(3), 2022, 1591-1612. (SCI-2区)

2. Output feedback observability of switched Boolean control networks, Information Sciences, 612, 2022, 612-625. (SCI-1区Top)

3. Passive-active fault detection of Boolean control networks, Journal of the Franklin Institute, 359, 2022, 7196-7218. (SCI-2区)

4. Synchronization of drive-response singular Boolean networks, Nonlinear Analysis: Hybrid Systems, 44, 2022, 101141. (SCI-1区Top)

5. Observability of singular Boolean control networks with state delays, Journal of the Franklin Institute, 359, 2022, 331-351. (SCI-2区)

6. Observability of periodically switched Boolean control networks, Journal of Systems Science & Complexity, 36, 2023, 985-1001. (SCI-3区)

7. Matrix approach to multi-department, multi-stage, multi-objective emergency decision-making. The 35th Chinese Control and Decision Conference (2023 CCDC), 5399-5404, May 20-22, 2023, Yichang, China. (EI)

8. Delay parameter identification for time-delay Boolean networks and Boolean control networks, Proceedings of the 41st Chinese Control Conference, 1360-1365, July 25-27, 2022, Hefei, China. (EI)

9. Identifiability of the delay parameter for time-delay Boolean networks, Proceedings of the International Conference on Applied Nonlinear Dynamics, Vibration and Control (ICANDVC2021), 277-288, August 23-25, 2021, Hong Kong. (EI)

10. On dimensions of linear discrete dimension-unbounded systems, International Journal of Control, Automation and Systems, 19(1), 2021, 471-477. (SCI-2区)

11. On reconstructibility of switched Boolean control networks, International Journal of Control, 94(12), 2021, 3339-3348. (SCI-3区)

12. Detectability of Boolean networks with disturbance inputs, Systems & Control Letters, 145, 2020, 104783. (SCI-3区)

13. On detectability of Boolean control networks, Nonlinear Analysis: Hybrid Systems, 36, 2020, 100859. (SCI-1区Top, ESI高被引)

14. A matrix approach for the static correction problem of asynchronous sequential machines, International Journal of Control, Automation and Systems, 18(2), 2020, 477-487. (SCI-3区)

15. Reconstructibility of singular Boolean control networks via automata approach, Neurocomputing, 416, 2020, 19-27. (SCI-2区Top)

16. 对于布尔控制网络的能观性和能检性的研究现状, 控制与决策, 35(9), 2020, 2049-2058. (EI)

17. On detectability of probabilistic Boolean networks, Information Sciences, 483, 2019, 383-395. (SCI-1区Top)

18. Model matching of switched asynchronous sequential machines via matrix approach, International Journal of Control, 92(10), 2019, 2430-2440. (SCI-3区)

19. Matrix approach to detectability of discrete event systems, Journal of the Franklin Institute, 356(12), 2019, 6460-6477. (SCI-2区)

20. Matrix approach to reachability of parallel interconnected asynchronous sequential machines, Proceedings of the 12th Asian Control Conference, 1548-1553, June 9-12, 2019, Kitakyushu, Fuknoka, Japan. (EI)

21. On stabilizability of time-delay Boolean networks, Proceedings of the 37th Chinese Control Conference, 6277-6282, July 25-27, 2018, Wuhan, China. (EI)

22. Output tracking of periodically time-variant Boolean control networks, Proceedings of the 36th Chinese Control Conference, 2355-2360, July 26-28, 2017, Dalian, China. (EI)

23. Matrix approach to model matching of composite asynchronous sequential machines, IET Control Theory & Applications, 11(13), 2017, 2122-2130. (SCI-3区)

24. 周期时变布尔控制网络的能控性与能达性. 第35届中国控制会议, 7月27-29, 2016, 成都, 中国, 7309-7314.

25. 周期时变布尔控制网络的能控性及其在一类细胞凋零网络中的应用. 系统科学与数学, 2016, 26(7): 973-985.

26. 含故障修复的混合冗余系统的指数稳定性. 数学的实践与认识, 2015, 45(8): 225-234.

27. 无完美服务无等待的M/G/1排队系统的指数稳定性. 应用泛函分析学报, 2015, 17(3): 282-290.

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专利

1 家庭安防报警系统的静态控制器设计方法及系统，发明，ZL.201910544037.3

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论文(合作)

1. Disturbance decoupling of Boolean networks via robust indistinguishability method, Applied Mathematics and Computation, 457, 128220, 2023. (SCI-1区Top)

2. Original Disturbance Decoupling of Singular Boolean Networks: A Reduced State Transition Matrix-Based Method, IEEE Transactions on Systems, Man, and Cybernetics: System, DOI: 10.1109/TSMC.2023.3310475. (SCI-1区Top)

3. New results on model reconstruction of Boolean networks with application to gene regulatory networks, Mathematical Methods in the Applied Sciences, 46, 2023, 3741-3757. (SCI-2区)

4. Approximate synchronization of coupled multi-valued logical networks, Information Sciences, 626, 2023, 19-14. (SCI-1区Top)

5. Delay synchronization of drive-response Boolean networks and Boolean control networks, IEEE Transactions on Control of Network Systems, doi: 10.1109/TCNS. 2022. 3210873. (SCI-3区)

6. Pinning detectability of Boolean control networks with injection mode, Discrete and Continuous Dynamical Systems-S, doi: 10.3934/dcdss.2022089. (SCI-4区)

7. Controllability and set controllability of periodically switched Boolean control networks, International Journal of Control, 96(8), 2023, 2124-2132. (SCI-3区)

8. Set stabilization of Boolean control networks via output-feedback controllers, IEEE Transactions on Systems, Man, and Cybernetics: System, 52(12), 2022, 7527-7536. ?(SCI-1区Top)

9. General decomposition of fuzzy relations: Semi-tensor product approach, Fuzzy Sets and Systems, 384, 2020, 75-90. (SCI-1区Top)

10. On stability and stabilization of continuous-time cross-dimensional linear systems, The 31th Chinese Control and Decision Conference (2019 CCDC), 1118-1123. (EI)

11. , Frontiers of Information Technology & Electronic Engineering, 2021, 22(2), 210-221.

12. , IET Control Theory & Applications, 2020,14(18), 2914-2923. (SCI-3区)

13. , Nonlinear Analysis-Hybrid Systems, 2021, 42, 101076. (SCI-1区Top)

14. Finite automata approach to reconstructibility of switched Boolean control networks, Neurocomputing, 454, 2021, 34-44. (SCI-2区Top)

15. A note on observability of switched Boolean control networks, Proceedings of the 38th Chinese Control Conference, 336-341, July 27-30, 2019, Guangzhou, China. (EI)

16. Observability of singular Boolean control networks, Proceedings of the 38th Chinese Control Conference, 439-444, July 27-30, 2019, Guangzhou, China. (EI)

17. The equivalence transformation between Galois NFSRs and Fibonacci NFSRs, Asian Journal of Control, 23, 2021, 2865–2873. (SCI-3区, 2.444)

18. , Proceedings of the 39th Chinese Control Conference, 146-151, 2020.

19. Event-triggered mechanism of designing set stabilization state feedback controller for switched Boolean networks, Applied Mathematics and Computation, 383, 2020, 125372. (SCI-2区Top)

20. Bisimulations of Boolean control networks with impulsive effects and its application in controllability, Asian Journal of Control, 21, 2019, 2559-2568. (SCI-3区)

21. Sampled-data controllability and stabilizability of Boolean control networks: Nonuniform sampliing, Journal of the Franklin Institute, 355, 2018, 5324-5335. (SCI-2区)

22. Topological structure of implicit Boolean networks, IET Control Theory & Applications, 11(13), 2017, 2058-2064. (SCI-3区)

23. Input observability of Boolean control netwroks, Neurocomputing, 333, 2019, 22-28. (SCI-2区Top)

24. Minimum node control of Boolean networks, Proceedings of the 38th Chinese Control Conference, 468-472, July 27-30, 2019, Guangzhou, China. (EI)

25. Stability of Markov jump mix-valued logical networks, Proceedings of the 37th Chinese Control Conference, 1451-1456, July 25-27, 2018, Wuhan, China. (EI)