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关于举行海外著名专家系列学术讲座的通知

发布时间:2014-12-09文章来源:华南理工大学数学学院浏览次数:263

 

讲座主题:Bifurcation and chaos for PDEs

主讲人:Goong Chen 教授(Texas A & M University

系列讲座安排:

讲座时间

地点

主讲内容

1215日上午

900--1100

4318

Wave tracking and reflection for the one dimensional wave equation

1216日上午

900--1100

4318

Nonlinearities in the wave equation and taking the Poincare section; turbulence modeling in fluid dynamics

1217日上午

900--1100

4318

Bifurcation analysis and the onset of chaotic oscillations

1218日上午

900--1100

4318

Fourier and wavelet analysis of chaos; more examples of chaotic oscillations beyond the wave equation

1219日上午

900--1100

4318

Chaotic oscillations of the wave equation in multidimensional nonlinear boundary value problems

欢迎广大师生参加。              

             数学学院

                                    2014129

附:

主讲人简介:Goong Chen was born in Kaohsiung, Taiwan in 1950. He received his BSc (Math) from the National Tsing Hua University in Hsinchu, Taiwan in 1972 and PhD (Math) from the University of Wisconsin at Madison in 1977. Since 1987, he has been Professor of Mathematics and Aerospace Engineering, and (since 2000) a member of the Institute for Quantum Studies, at Texas A&M University in College Station, Texas. He has research interests in many areas of applied and computational mathematics: control theory for partial differential equations (PDEs), boundary element methods and numerical solutions of PDEs, engineering mechanics, chaotic dynamics, quantum computation, chemical physics and quantum mechanics. He has written over one hundred and thirty papers, seven advanced texts/monographs, and co-edited four books. He is Editor-in-Chief of the Journal of Mathematical Analysis and Applications, and has served as the Editor-in-Chief of the Chapman & Hall/CRC Press Applied Mathematics and Nonlinear Science Series (2002- 2011), and as Associate Editor for several other editorial boards, including the SIAM Journal on Control and Optimization, the International Journal on Quantum Information, and the Electronic Journal of Differential Equations.