杨岸青（1995— ），男，中共党员，预聘副教授，理学博士，毕业于山东大学数学学院运筹学与控制论专业。
主讲课程：《高等数学》等数学类课程。
研究方向：奇异切换系统建模与控制理论、鲁棒控制、采样控制等。
学术成果
学术论文：
1. Yang Anqing and Ma Shuping. Input-to-state stability for impulsive switched wingular systems with mismatched disturbances. Journal of Systems Science and Complexity, 2024, 37(3): 924-946. (SCI)
2. Shi, Hongpeng, Yang Anqing, and Ma Shuping. Reduced‐order observer‐based finite‐time control for one‐sided Lipschitz nonlinear switched singular systems. International Journal of Robust and Nonlinear Control 2024, 34(7): 4820-4843.(SCI)
3. Yang Anqing Zhao zhenli, Shi Hongpeng and Ma Shuping. Composite event-triggered H∞ control for nonlinear switched singular systems with a mode-dependent triggering strategy, 2023, 33(14): 8290-8314. (SCI)
4. Yang Anqing and Ma Shuping. Event-triggered control for switched singular systems with asynchronous switching and state jumps. Applied Mathematics and Computation 2023, 437: 127543. (SCI)
5. Peng, Chenchen, Yang Anqing, Lin Xumei, Ren Ling, and Zhao Zihao. Back-stepping projective synchronization of fractional-order unified systems based on the lower triangular structure. Physica Scripta, 2023, 98(12): 125256. (SCI)
6. Hou, Jiayuan, Yang Anqing, and Ma Shuping. Finite-time H∞ resilient control of switched singular time-delay systems with quadratically inner-bounded nonlinearity. 2022 41st Chinese Control Conference (CCC). IEEE, 2022. (EI)
7.Yang Anqing and Ma Shuping. Robust control for singular systems based on the uncertainty and disturbance estimator. IEEE Access 2021, 9: 109704-109717. (SCI)
8. Yang, Anqing, Li Linshan, Wang Zuoxun, and Guo Rongwei. Tracking control of a class of chaotic systems. Symmetry, 2019, 11(4): 568. (SCI)
9. Yang, Anqing, Li Linshan, Li Bin, and Guo Rongwei. Stabilization of a class of chaotic systems in arbitrary dimensions based on triangular system form. 2018 37th Chinese Control Conference (CCC). IEEE, 2018. (EI)
科研项目：
1. 国家自然科学基金面上项目，有界格上聚合与推理算子的理论与应用，2021-2024，参与
2. 国家自然科学基金面上项目，基于无脉冲唯一解的非方广义Markov跳变系统的分析与控制综合，2020-2023，参与
3. 山东省自然科学基金面上项目，基于哈密顿奇异切换系统理论的HEV优化控制研究，2018-2021，参与
其他：长期招收理工类本科生，欢迎对数学、自动控制领域前沿问题感兴趣，想了解科研、参与科研的同学加入课题组，联系方式：anqingyang@sdmu.edu.cn
