教师简介

朱淑倩,山东大学数学学院教授,博士生导师。主要从事正系统、Markov跳变线性系统、网络化控制系统等方向研究。2005年博士毕业于山东大学,200512-200911月在山东大学计算机科学与技术学院做博士后,20131-20141月在澳大利亚中央昆士兰大学访问学者,20057月至今在山东大学数学学院工作。在《自动化学报》、《Automatica》、《IEEE Transactions on Automatic Control》等国内外重要学术期刊和会议上发表论文篇。主持在研国家自然科学基金1项,已主持完成国家自然科学基金2。获得山东省自然科学奖二等奖2项,中国自动化学会自然科学奖一等奖1项,山东省高等学校科学技术奖二等奖1项。

教育经历
  • 2000-9 — 2005-7
    山东大学
    运筹学与控制论
    理学博士学位
  • 1996-9 — 2000-7
    山东大学
    控制论
    理学学士学位
工作经历
  • 2005-7 — 至今
     山东大学数学学院 
研究概况

目前主要研究受非线性、随机性与不确定等系统约束和网络通讯约束下正系统的分析与综合,探索其在网络化分布式区间状态估计课题中的应用。

研究方向
论文

(1) 谢季阳.Distributed interval state estimation with l∞-gain optimization for cyber–physical systems subject to bounded disturbance and random stealthy attacks.2022

(2) 谢季阳.Distributed interval state estimation with l∞-gain optimization for cyber-physical systems subject to bounded disturbance and random stealthy attacks.ISA Transactions.2022,127 (0):22

(3) 高子凡.Network-based gain-scheduled control for preview path tracking of autonomous electric vehicles subject to communication delays.International Journal of Systems Science.2021

(4) 谢季阳.A robust distributed secure interval observation approach for uncertain discrete-time positive systems under deception attacks.Applied Mathematics and Computation (New York).2022,413

(5) 高子凡.Network-based reference model tracking for vehicle turning with event-triggered transmission and interval communication delays.International Journal of Systems Science.2021,52 (2):374

(6) 谢季阳.Delay-dependent and decay-rate-dependent conditions for exponential mean stability and non-fragile controller design of positive Markov jump linear systems with time-delay.Applied Mathematics and Computation (New York).2020,369

(7) 朱淑倩.L-1-Stochastic Stability and L-1-Gain Performance of Positive Markov Jump Linear Systems With Time -Delays: Necessary and Sufficient Conditions.IEEE Transactions on Automatic Control.2017, 62 (7):3634

(8) 朱淑倩.Investigating the effects of time-delays on stochastic stability and designing l1 -gain controllers for positive discrete-time Markov jump linear systems with time-delay.Information Sciences.2016,355-356 :265

(9) 朱淑倩. l1-gain performance analysis and positive filter design for positive discrete-time Markov jump linear systems: A linear programming approach.Automatica.2014,50 (8):2098

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