王金环博士，教授 |
王金环，女，汉族，1980年2月，博士，教授。
【研究领域】
博弈系统控制、多智能体协同控制
【主讲课程】
控制理论基础、高等代数、线性代数、复杂系统控制
【研究生招生学科方向】
硕士：数学
【科研项目】 [1]. 项目：一体化动力装置故障信号负载模拟装置开发，2025.06-2015.12，主持 [2]. 中央军委装备发展部“慧眼行动”创新成果转化应用项目：复杂环境下无人机编队典型任务关键问题研究，2023.03-2025.03，排名第2 [3]. 河北省自然科学基金：基于矩阵半张量积的状态博弈建模、分析与优化控制研究，2025.01-2027.12，主持 [4]. 河北省自然科学基金：带有资源失效的演化拥塞博弈的分析与控制，2021.01-2023.12，主持
【代表性论文】
[1] On congestion games with player-specific costs and resource failures. Automatica, 2022, 142: 110367. [2] Stability and stabilization of state-based games. IEEE Transactions on Systems, Man, and Cybernetics: Systems, 2025, 55(1): 609-619. [3] The demand-side management and control of smart grids based on weighted network congestion games. IEEE Transactions on Automation Science and Engineering, 2025, 22(1): 43-52. [4] Quasi-potential game. IEEE Transactions on Circuits and Systems-II: Express Briefs, 2022, 69 (11): 4419-4422. [5] Game theoretic control of multiagent systems. SIAM Journal on Control and Optimization, 2019, 57 (3): 1691-1709. [6] On equivalence of state-based potential games. Science China Information Sciences, 2024, 67(6): 162205. [7] Stabilization of a class of congestion games via intermittent control. Science China Information Sciences, 2022, 65 (4): 149203. [8] Dynamics and control of evolutionary congestion games. Science China Information Sciences, 2020, 63 (6): 169203. [9] Network congestion games with player failures for charging problem of EVs via matrix approach, Asian Journal of Control, 2025: 1-13 [10] Intermittent control for demand-side management of a class of networked smart grid. IET Control Theory & Applications, 2019, 13 (8): 1166-1172. [11] Orthogonal decomposition of incomplete-profile finite game space. Journal of Systems Science and Complexity, 2022, 35: 2208-2222. [12] Stability and stabilization of evolutionary games with time delays via matrix method. Asian Journal of Control, 2019, 21: 2587-2595. [13] Time-varying formation for high-order multi-agent systems with external disturbances by event-triggered integral sliding mode control. Applied Mathematics and Computation, 2019, 359: 333-343. [14] Adaptive event-based finite-time consensus of nonholonomic multi-agent systems subject to unknown disturbances. International Journal of Robust and Nonlinear Control, 2022, 32: 7391-7407. [15] Finite-time consensus for nonholonomic multi-agent systems with disturbances via event-triggered integral sliding mode controller. Journal of the Franklin Institute, 2020, 357 (12): 7779-7795. [16] Distributed adaptive formation control for non-identical non-linear multi-agents systems based on sliding mode. IET Control Theory & Applications, 2019, 13 (2): 222-229. [17] Event-triggered bipartite consensus for high-order multi-agent systems with input saturation. Neurocomputing, 2020, 379: 284-295.
【联系方式】
邮箱：jinhuan@hebut.edu.cn |
