杜寶珠 女
科系：人工智能系
學曆職稱：博士研究生，教授
導師：博士/碩士研究生導師
研究方向：控制系統穩定與優化，減振控制，故障檢測，模數轉換（ADC）
聯系方式：40868795@qq.com
通信地址：
工作和學習經曆
2023年-至今 365英国上市官网在线
2017年-2019年 德國 杜伊斯堡艾森大學 洪堡學者
2011年-2023年 南京理工大學
2013年 澳大利亞中央昆士蘭大學博士後
2006-2010 香港大學機械系 博士
2003-2006 東北大學 運籌學與控制論 碩士
1999-2003 東北大學 信息與計算科學 學士
碩士/博士招生專業
自動化，人工智能，信号處理，故障診斷等相關專業
研究方向
控制系統設計與優化，故障診斷；
傳感器與系統的噪聲與誤差理論模型建設及降噪
主持科研項目及人才計劃
1）洪堡學者(Humboldt Research Fellowship for Experienced Researchers)，德國洪堡基金會，2017-2019。
2）國家自然科學基金-面上項目（主持）
幹擾環境下正系統可達性分析及約束控制實現(62073167), 在研;
3) 國家自然科學基金-面上項目（主持）
馬爾科夫跳躍正系統的穩定分析與控制綜合(61573188), 結題;
4) 國家自然科學基金-青年項目（主持）
輸入時滞系統控制分析及其Airy 波擾動抑制研究(61104118), 結題;
5) 中央高校基本科研業務費專項資金資助（主持）
正系統增益性能分析、綜合設計及應用(30918011206), 結題;
6) 中國博士後科學基金-面上項目（主持）
時滞Markov 跳變系統在切換概率不完整時的鎮定研究(2012M511282), 結題;
7) 工業和信息化部-留學人員擇優資助項目（主持）
時滞電力系統的穩定性分析與控制, 結題;
8) 江蘇省自然科學基金-面上項目（主持）
時滞正系統的控制綜合和性能優化(BK20151492), 結題.
發表期刊論文（近五年）
[1] Du B., Chen J., Finite-time L1-gain output tracking control for positive linear systems, International Journal of Systems Science. 2024, 55(2):253–260.(SCI)
[2] Du B., Yang Y., Reachable set estimation for positive linear discrete-time systems under the constrained disturbance. Journal of the Franklin Institute, 2023, 360(18):14443-14453. (SCI)
[3] Zheng, Q., Xu, S., Du, B., Robust guaranteed cost control of networked Takagi–Sugeno fuzzy systems with local nonlinear parts and multiple quantizations. Information Sciences, 2023, 625:489-503. （SCI）
[4] Chen, J., Yang, Y., Du, B*., Non-overshoot tracking control for positive continuous-time linear systems. Proceedings of the Institution of Mechanical Engineers. Part I: Journal of Systems and Control Engineering, 2023, 237(1), pp. 35–42. (SCI)
[5] Zhang, D., Du, B.*, Jing, Y., Event-triggered positive L1 filter design for positive Markovian jump systems with quantization. International Journal of Robust and Nonlinear Control, 2022, 32(17), pp. 9239–9257. (SCI)
[6] Zhang, D., Du, B.*, Event-triggered controller design for positive T-S fuzzy systems with random time-delay. Journal of the Franklin Institute, 2022, 359(15), pp. 7796–7817. (SCI)
[7] Zheng, Q., Xu, S., Du, B., Asynchronous Nonfragile Guaranteed Cost Control for Impulsive Switched Fuzzy Systems With Quantizations and Its Applications. IEEE Transactions on Fuzzy Systems, 2022, 30(10), pp. 4471–4483. (SCI)[top期刊]
[8] Zheng, Q., Xu, S., Du, B., Quantized Guaranteed Cost Output Feedback Control for Nonlinear Networked Control Systems and Its Applications. IEEE Transactions on Fuzzy Systems, 2022, 30(7), pp. 2402–2411. (SCI)[top期刊]
[9] Zhang, D., Du, B.*, Jing, Y., Sun, X., Investigation on Stability of Positive Singular Markovian Jump Systems with Mode-Dependent Derivative-Term Coefficient. IEEE Transactions on Systems, Man, and Cybernetics: Systems, 2022, 52(3), pp. 1385–1394.(SCI)[top期刊]
[10] Zheng, Q., Xu, S., Du, B., Asynchronous Nonfragile Mixed H∞ Control of Switched Fuzzy Systems with Multiple State Impulsive Jumps. IEEE Transactions on Fuzzy Systems. Online, 2022. (SCI)[top期刊]
[11] Jia, X., Xu, S., Shi, X., Lu, J., Du, B., Adaptive output feedback control for large-scale time-delay systems with output-dependent uncertain growth rate. International Journal of Adaptive Control and Signal Processing, 2022, pp. 965-979. OI: 10.1002/ acs.3387. （SCI）
[12] Jia, X., Xu, S., Shi, X., Du, B., Zhang, Z., Adaptive output feedback tracking for time-delay nonlinear systems with unknown control coefficient and application to chemical reactors. Information Sciences, 2021, 581, pp. 755–772. (SCI)
[13] Liu, J.J.R., Zhang, M., Lam, J., Du, B., Kwok, K.-W., PD control of positive interval continuous-time systems with time-varying delay. Information Sciences, 2021, 580, pp. 371–384. (SCI)
[14] Duan, W., Li, Y., Chen, J., Du, B.*, New robust stability criteria for Lur’e systems with time-varying delays and sector-bounded nonlinearities. International Journal of Control, Automation and Systems, 2021, 19(2), pp. 596–606. (SCI)
[15] Zheng, Q., Xu, S., Du, B., Quantized guaranteed cost output feedback control for nonlinear networked control systems and its applications. IEEE Transactions on Fuzzy Systems, 2021. (SCI)[top期刊]
[16] Li P., Li P., Zhang B., Zhao J., and Du B., Velocity-based lateral stability control for four-wheel independently actuated electric vehicles with homogeneous polynomial approach. International Journal of Control, Automation and Systems, 2021, 19(1):255–266. (SCI)
[17] Du B., Han Q.-L., Xu S., Yang F., Shu Z., On joint design of intentionally introduced delay and controller gain for stabilization of second-order oscillatory systems, Automatica, 2020, 116:108915. (SCI) [top期刊]
[18] Du B., Xu S., Shu Z.*, Chen Y., On positively invariant polyhedrons for continuous-time positive linear systems, Journal of the Franklin Institute, 2020，357(17):12571-12587. (SCI)
