主题：奇异微分方程的最优控制问题
主讲人：林萍教授
时间：11月8日16:00-17:00
地点：望江校区 数学学院409学术报告厅
【主讲人简介】
林萍，教授，东北师范大学数学与统计学院研究生导师，主要研究方向为微分方程控制理论。
【主要科研成果】
1. 林萍. Quenching Time Optimal Control for Some Ordinary Differential Equations. JOURNAL OF APPLIED MATHEMATICS(2014卷127809-1-13页). 2014-4-1.
2. 林萍. Quenching Time Optimal Control for Some Ordinary Differential Equations. JOURNAL OF APPLIED MATHEMATICS(2014卷127809-1-13页). 2014-4-1.
3. 林萍,汪更生. Some properties for blowup parabolic equations and their application. J MATH PURE APPL(101卷223-255页). 2014-2-1.
4. 林萍,汪更生. Some properties for blowup parabolic equations and their application. J MATH PURE APPL(101卷223-255页). 2014-2-1.
5. 林萍,汪更生. Blowup time optimal control for ordinary differential equations. SIAM J CONTROL OPTIM. 2011-01-01.
6. 林萍,周中成. Observability estimate for a one-dimesional fourth order parabolic equation. Proceedings of the 29th Chinese Control Conference. 2010-07-01.
7. 栾姝,高夯,林萍. Optimality conditions for boundary control of non-well-posed elliptic equations. OPTIM CONTR APPL MET. 2010-06-01.
8. 柳絮,高夯,林萍. 由退化抛物方程支配串联系统的零能控性. 数学物理学报. 2008-12-01.
9. 周中成,林萍,高夯. Some results on exact controllability of parabolic systems. TAIWAN J MATH. 2008-06-01.
10. 雷沛东,李岩波,林萍. Null controllability for a semilinear parabolic equation with gradient quadratic growth. NONLINEAR ANAL-THEOR. 2008-01-01.
11. 林萍,高夯,柳絮. Controllability of a nonlinear degenerate parabolic system with bilinear control. Control Theory and Related Topocs. 2007-06-03.
12. 林萍,高夯,柳絮. Some results on controllability of a nonlinear degenerate parabolic system by bilinear control. J MATH ANAL APPL. 2007-02-01.
13. 林萍,雷沛东,高夯. Bilinear control system with the reaction-diffusion term satisfying Newton's law. Z ANGEW MATH MECH. 2007-01-01.
14. 林萍,周中成,高夯. Exact Controllability of the parabolic system with bilinear control. APPL MATH LETT. 2006-06-01.
【主讲内容简介】
（一）奇异微分方程
（二）奇异微分方程的最优控制问题
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