應(yīng)北京理工大學(xué)“復(fù)雜系統(tǒng)智能控制與決策”國家重點實驗室邀請,，模型預(yù)測控制領(lǐng)域知名專家之一Sa?a V.Rakovi?教授將在我校做學(xué)術(shù)報告,。屆時Sa?a V. Rakovi?教授將介紹其在最優(yōu)控制及系統(tǒng)穩(wěn)定性方面的最新研究成果，歡迎各位老師同學(xué)前來交流討論,！

學(xué)術(shù)報告具體安排：

題   目：Minkowski, Lyapunov, and Bellman：Inequalities and Equations for Stability and Optimal Control
報告人：Sa?a V. Rakovi?
時   間：2019年6月28日（星期五）上午10：00-11：30
地   點：北京理工大學(xué)研究生樓502教室
摘要：
    The algebraic Lyapunov and Bellman equations, and inequalities, are cornerstone objects in linear systems theory. These equations, and inequalities, are concerned with convex quadratic functions verifying stability in case of Lyapunov equation and providing optimality in case of Bellman equation. Rather peculiarly, very little had been known about Lyapunov and Bellman equations within space of Minkowski functions of nonempty convex compact subsets containing the origin in their interior. Key results of my recent research on these fundamental problems have provided characterization of solutions to both Lyapunov and Bellman equations within space of Minkowski functions, referred to as the Minkowski-Lyapunov and MinkowskiBellman equations. The talk outlines key results underpinning these two fundamental equations and related inequalities, and draws parallel to classical results on algebraic Lyapunov and Bellman equations and inequalities.
Sa?a V. Rakovi?教授簡介：
       Sa?a V. Rakovi?教授是模型預(yù)測控制領(lǐng)域知名專家之一,，Tube模型預(yù)測控制理論的重要奠基人,，在魯棒模型預(yù)測控制和隨機模型預(yù)測控制等領(lǐng)域做出了巨大貢獻。Sa?a V. Rakovi?教授曾任職于多所國際頂尖高校,，包括倫敦帝國理工學(xué)院,、蘇黎世聯(lián)邦理工學(xué)院、牛津大學(xué)等,。在控制領(lǐng)域國際期刊和重要會議上發(fā)表論文97篇,，在頂級期刊IEEE Transactions on Automatic Control和Automatica上發(fā)表論文20余篇，總引用量達4544次,，單篇最高引用797次,，在Springer出版專著1部。

聯(lián)系方式：[email protected]
邀請人：戴荔