杜鑫
副教授
联系方式：duxin@shu.edu.cn

个人简介
杜鑫，上海大学机自学院副教授、博士生导师
2016.03-现在, 副教授, 机电工程与自动化学院，上海大学，上海，中国
2019.10-2020.09，副处长(挂职)，上海大学国际合作处，上海，中国
2018.07-2018.08，访问****，马普学会杂技术系统动力学研究所，马格德堡，德国
2016.03-2018.02，业务主管(流动编制),国家自然科学基金委员会国际合作局（中德科学中心），中国
2013.12-2015.08，博士后，马普学会杂技术系统动力学研究所，马格德堡，德国
2012.12-2013.11，处长助理(挂职)，上海大学科技处，上海，中国
2012.04-2012.08，博士后，马普学会杂技术系统动力学研究所，马格德堡，德国
2010.02-2016.02, 讲师，上海大学机电工程与自动化学院，上海，中国
2004.09-2010.01, 博士，东北大学信息科学与工程学院，沈阳，中国
2000.09-2004.07, 本科，北京科技大学信息工程学院，北京，中国
主要研究领域
1、模型降阶；
2、抗干扰控制；
3、智能无人系统
讲授课程
《人工智能原理与控制》；《随机过程》；《Modeling and Model Order Reduction of Complex Dynamic Systems》
社会兼职
《控制与信息技术》编委
代表性成果
[1] Zulfiqar, Umair, Victor Sreeram, and Xin Du. “Time-limited Pseudo-optimal H2-model Order Reduction”. IET Control Theory & Applications, 2020, Accepted.
[2]Zulfiqar, Umair, Victor Sreeram, and Xin Du. "Finite-frequency power system reduction". International Journal of Electrical Power & Energy Systems,2019, 113: 35-44.
[3]Jianlin Jiang, Su Zhang, Yibing Lv, Xin Du, and Ziwei Yan, “An ADMM-based location–allocation algorithm for nonconvex constrained multi-source Weber problem under gauge”.Journal of Global Optimization, 2019, 76:793-818
[4]Kumar, Deepak, Victor Sreeram, andXin Du. "Model reduction using parameterized limited frequency interval Gramians for 1-D and 2-D separable denominator discrete-time systems."IEEE Transactions on Circuits and Systems I: Regular Papers, 2018, 65(8): 2571-2580.
[5]Xin Du, Peter Benner. "Parameterized frequency-dependent balanced truncation for model order reduction of linear systems”.in Proceeding of IEEE 29th Chinese Control And Decision Conference (CCDC),901-908. (Zhang Siying best paper award nomination), arXiv preprint arXiv:1602.04408, 2016
[6]Xin Du, Peter Benner. Balanced Truncation of Linear Time-Invariant Systems over Finite-frequency Ranges.arXiv preprint arXiv:1602.04402, 2016.
[7]Xin Du, Feibing Fan, Da-wei Ding, et al. "Finite-frequency model order reduction of discrete-time linear time-delayed systems". Nonlinear Dynamics, 2016, 83(4): 2485-2496.
[8]Da-wei Ding, Xiangpeng Xie, Xin Du, Xiaojian Li. "Finite-frequency model reduction of discrete-time T–S fuzzy state-delay systems". Neurocomputing,2016, 203: 121-128.
[9]Da-Wei Ding, Xiaojian Li,Xin Du*, and Xiangpeng Xie. "Finite-frequency model reduction of Takagi–Sugeno fuzzy systems.".IEEE Transactions on Fuzzy Systems,2016, 24(6), 1464-1474.
[10]Da-Wei Ding, andXin Du*. "Finite-frequency model reduction of continuous-time switched linear systems with average dwell time."International Journal of Electronics, 2016,103(11), 1894-1908.
[11]Xin Du, and Da-Wei Ding, "Model Order Reduction of Linear Delay Systems over Low-frequency Ranges via Balanced Truncation Based Approach.", Acta Automatica, 2015, 41(10): 1825-1830
[12]Da-WeiDing, Xin Du, and Xiaoli Li. "Finite-frequency model reduction of two-dimensional digital filters."IEEE Transactions on Automatic Control60.6 (2015): 1624-1629.
[13]Xun-Lin Zhu, Youyi Wang, Xin Du. "Stability criteria for continuous‐time systems with additive time‐varying delays".Optimal Control Applications and Methods, 2014, 35(2): 166-178.
[14]Xin Du, and Guang-Hong. Yang. "H∞ model reduction of linear continuous-time systems over finite-frequency interval."IET control theory & applications, 2010, 4(3): 499-508.
[15]Xin Du, and Guang-Hong Yang. "Improved LMI conditions for H∞ output feedback stabilization of linear discrete-time systems."International Journal of Control, Automation and Systems8.1 (2010): 163-168.
[16]Xin Du, and Guang-Hong Yang. "New characterisations of positive realness and static output feedback control of discrete-time systems."International Journal of Control, 2009, 82(8): 1485-1495.