个人信息 Personal information
博士生导师
硕士生导师
学历：博士研究生毕业
毕业院校：中国科学院系统科学所
在职信息：在职
所在单位：控制科学与工程学院
入职时间：2013-10-11
职务：教师
办公地点：创新大厦710
2017曾获荣誉当选：亚洲控制会议(ASCC)青年作者奖提名
2018曾获荣誉当选：IEEE Beijing Chapter青年作者奖
- [11] Xiao Ma , Bing-Chang Wang and Huanshui Zhang. Social optima in linear quadratic mean-field output feedback control. International Journal of Control, Automation, and Systems, 21, 2476-2486, 2023.
- [12] Yong Liang , Bing-Chang Wang and Huanshui Zhang. Robust mean field linear quadratic social control: Open-loop and closed-loop strategies. SIAM Journal on Control and Optimization, 60, 2184-2213, 2022.
- [13] Bing-Chang Wang , Huanshui Zhang and Ji-Feng Zhang. Linear quadratic mean field social control with common noise: a directly decoupling method. Automatica (Regular Paper), 146, 110619, 2022.
- [14] Bing-Chang Wang and Chao Wang. Periodic and event-based impulse control for linear stochastic systems with multiplicative noise. Asian Journal of Control, 25, 2415-2423, 2022.
- [15] Xiao Ma , Bing-Chang Wang and Huanshui Zhang. Discrete-time indefinite mean field linear quadratic games with multiplicative noise. Asian Journal of Control, 26, 626-635, 2022.
- [16] Chao Wang and Bing-Chang Wang. Mean-square stabilization of networked sampled-data systems with packet losses: critical sampling.... Journal of Systems Science and Complexity, 35, 1278-1292, 2022.
- [17] Bing-Chang Wang and Huanshui Zhang. Indefinite linear quadratic mean field social control problems with multiplicative noise. IEEE Transactions on Automatic Control (Full Paper), 66, 5221, 2021.
- [18] Bing-Chang Wang , Jianhui Huang and Ji-Feng Zhang. Social optima in robust mean field LQG control: From finite to infinite horizon. IEEE Transactions on Automatic Control (Full Paper), 66, 1529-1544, 2021.
- [19] Jianhui Huang , Bing-Chang Wang and Jiongmin Yong. Social optima in mean field linear- quadratic-Gaussian control with volatility uncertainty. SIAM Journal on Control and Optimization, 59, 825-856, 2021.
- [20] Tinghan Xie , Bing-Chang Wang and Jianhui Huang. Robust linear quadratic mean field social control: A direct approach. ESAIM: Control, Optimisation and Calculus of Variations, 7, 2021.