应航天学院周彬教授的邀请，华南理工大学邓飞其教授和广东工业大学彭世国教授来我校学术交流并做报告。欢迎感兴趣的师生参加。?时间：****年*月**日，**:**-**:**地点：科学园*F栋***会议室?学术报告之一报告专家：邓飞其教授报告题目：Stabilization by Noise报告摘要： In this talk, a new type stability theorem for stochastic systems and its application to stochastic stabilization are introduced. Firstly, a new type of stability theorem for stochastic systems is introduced. Based on this stability theorem and its corollaries, stochastic stabilization and destabilization by noise are further investigated. In the work, the local Lipschitz condition is weakened to the generalized local Lipschitz condition. The commonly used linear growth condition or one-side linear growth condition is weakened to the generalized one-side linear growth condition, which is local, variable and nonlinear, admits nearly arbitrary variability in the time and real nonlinearity in the state. As an application, a simple and direct design method is proposed for finding a noise strength g(t;x) so that the added noise g(t;x)dB(t) stabilizes an unstable stochastic system or destabilizes a stable one. A numerical example is presented at the end of the note to illustrate the usage and efficiency of the proposed design method of the note. Related development will be introduced. ?专家简介：Feiqi Deng was born in ****. He received the Ph.D. degree in control theory and control engineering from South China University of Technology, Guangzhou, in June ****. Since October ****, he has been a professor with South China University of Technology and the director of the Systems Engineering Institute of the university. He is currently a member of Technical Committee on Control Theory (TCCT), Chinese Association of Automation, and now he is serving as the chairs of the IEEE CSS Guangzhou Chapter and IEEE SMC Guangzhou Chapter, Associate Editor of IEEE Access, a vice editor-in-chief of Journal of South China University of Technology, and a member of the editorial boards of the following journals: Control Theory and Applications, All about Systems and Control, Journal of Systems Engineering and Electronics, and Journal of Systems Engineering, etc. His main research interests include stability, stabilization, and robust control theory of complex systems, including time-delay systems, nonlinear systems and stochastic systems. He has published over three hundreds of journal papers on IEEE Transactions on Automatic Control, Automatica, SIAM Journal of Control and Optimization, International Journal of Robust and Nonlinear Control, Nonlinear Analysis: Hybrid Systems and Systems & Control Letters etc. ?学术报告之二报告专家：彭世国教授报告题目：Input-to-State Stability of Time-Varying Impulsive Delayed Systems报告摘要：This talk investigates the problems of input-to-state stability (ISS) and integral input-to-state stability (iISS) of time-varying impulsive delayed systems (including continuous-time time-varying impulsive deterministic delayed Systems，continuous-time time-varying impulsive stochastic delayed systems, discrete-time time-varying impulsive delayed systems). Some criteria on ISS/iISS which are effective for destabilizing impulses and stabilizing impulses are derived from advanced linear inequalities under average impulsive interval constraints. The conditions which require the coefficients of the linear inequalities on LKFs and LRFs to be constants in the existing results on ISS/iISS of impulsive delayed systems are weakened. In this topic, with the aid of the notions of uniformly exponentially stable function and average impulsive interval, the results allow the coefficients of the developed linear inequalities on LKFs and LRFs to be time-varying functions which can take both positive and negative values, and the impulsive intervals of an impulsive sequence are allowed to have arbitrarily small lower bound and enough big upper bound simultaneously. Several examples are presented to illustrate the effectiveness of our results. ?专家简介：彭世国，广东工业大学自动化学院教授，博士生导师。****年本科毕业于湘潭大学数学系，分别于****、****年获中山大学数学专业硕士学位和博士学位，****年晋升为教授。近年来主要从事非线性时滞系统的稳定与控制、随机系统的稳定与控制等方面的研究。在IEEE-TAC、IEEE-TFS、SCL、JFI、 IET-CTA、JMAA、NA-RWA、NA-TMA、SPL、AJC、数学年刊、应用数学学报、系统科学与数学、数学物理学报等期刊发表论文**余篇，其中SCI论文**余篇，ESI高被引*篇，单篇SCI他引**余次。承担或参与多项国家自然科学基金项目、广东省自然科学基金自由申请项目及广东省自然科学基金团队项目的研究。?