Chen Wanyi

Chen Wanyi

Name: Chen Wanyi

Sex: Male

Department: Department of Automation

Position:  Professor

Education: Doctor of Philosophy

Major: Control Science and Engineering

Emailwychen@nankai.edu.cn

Research areaRobust control theory, Financial Mathematics and Financial Engineering


Personal profile
Achievements
Writing papers
Lecture course
Social Appointments

[Education and Work Experience]

Mr.Chen Wanyi received his B.S degree in Mathematics from Liao-Cheng University, Shandong, China in 1983, M.S. degree in Mathematics from Shaanxi Normal University, Xian, China, in 1986; and Ph.D. degree in control theory and its applications from Nankai University, Tianjin, China, in 1995. He is currently a professor at College of Artificial Intelligence, Nankai University. He is a member of AMS and a reviewer of the Mathematical Reviews. He has published a lot of papers on robust control, and financial mathematics. His current  research interests include control theory, financial mathematics and engineering. 

He has taught a lot of courses such as Advanced Mathematics (two semester, for undergraduate students), and Basic Theory of Linear Systems (for graduate students).

His email address: wychen@nankai.edu.cn



[Projects,Award and Patent]



[Publications and Books]


[1]陈万义,涂奉生,Quadratic stabilization of distributed parameter systems with  norm-bounded time-varying  uncertainty (西班牙Collectanea Mathematica vol.48no.3pp.253-2641997. 

[2] 陈万义,涂奉生,Quadratic stabilization of uncertain linear time-varying systems, Proc.35th IEEE CDCKobe

JapanDec.11-131996pp.3362-3367.已收入EI 

[3] 宫向阳,陈万义,涂奉生,The stability and design of nonlinear neural networks (美国)Computers 
Mathematics with App1.
vol.35no.8pp.1-71998.已被SCIEI同时检索

[4] 陈万义,关于线性时滞系统的H_infinity 控制,系统工程与电子技术,vol. 20no. 101998pp. 49-52. 已收入EI. 

[5] 陈万义,宫向阳,涂奉生,On the asymptotic stability of Hopfield neural networks Journal of Systems Science and Systems Engineeringvol. 6no. 41997pp. 389-395.已被INSPEC检索。

[6] 陈万义,涂奉生,The Strict bounded real lemma for linear time-varying systems (美国)J. Math. Anal. Appl. vol.244 pp. 120-1322000.已被SCI检索。

[7] 陈万义,不确定线性时滞系统的H_infinity 控制系统工程与电子技术, 2000年第9, pp.25-27. 

[8] 陈万义,涂奉生,Disturbance attenuation via state feedback controllers Sys. Sci. and Math. Sci. vol.12

   no.4pp. 338-3431999. 

[9] 陈万义,Comments on “simple criteria for stability of neutral systems with multiple delays” (英国)International Journal of Systems Sciencevol. 30pp. 1247-12481999.已被SCIE检索。

10] 陈万义, Some new results on the asymptotic stability of uncertain dynamical systems with time-varying delay, 
(英国)International Journal of Systems Sciencevol. 33, no.11, pp. 917-922, 2002. 已被SCIEI检索。

[[11] 陈万义,Robust H_infinity stabilization of uncertain linear time-delay system with delayed/non-delayed state feedback controllers, 系统工程与电子技术(英文版),2001年第4期, pp. 71—76.已被INSPEC检索。

[12] 陈万义, 带有时滞状态的不确定Lur’e-Postnikov 系统的鲁棒镇定,控制理论与应用,vol.20, no.3, 2003, pp.258-260. 

[13] 陈万义,非风险中性定价意义下的欧式期权定价公式,数学的实践与认识,2004年第1期,pp.76-79.

[14] 刘年青,陈万义,信用卡产业最优化问题的数学模型,预测,2004年第期,pp.78-80.  

[151]张晶锋赵磊陈万义允许卖空的基于MINIMAX规则的证券组合选择系统工程理论与实践, 2008年第4, pp.12-18 

[16] 陈万义,精算数学中某些公式的推导及推广,中国自动化学会控制理论专业委员会D卷,2011年中国控制会议论文集,pp.5575-5578, IEEEEI检索

[17] 宋博,陈万义,基于HP滤波和ARMA-GARCH模型的人民币汇率趋势预测,数学的实践与认识,2017年第1期,pp.70-78.

[18] 赵婷婷,陈万义,基于信用消费行为的商业银行零售业务信用风险再评估,金融理论与实践,2016年第12期,pp.75-79.


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