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2018年6月13日来明骏教授学术报告
上传时间:2018-06-11 作者:杭电理学院 浏览次数:
报告题目:A polygonal spline method for general 2nd-order elliptic equations and its applications
 
报告人: Prof. Ming-Jun Lai (美国佐治亚大学数学系 来明骏教授)
 
报告摘要:We explain how to use polygonal splines to numerically solve second-order elliptic partial differential equations. The convergence of the polygonal spline method will be studied. Also, we will use this approach to numerically study the solution of some mixed parabolic and hyperbolic partial differential equations. Comparison with standard bivariate spline method will be given to demonstrate that our polygonal splines have some better numerical performance.
 
报告人简历:Dr. Ming-Jun Lai is a professor of mathematics, University of Georgia, U.S.A. He has been a professor for more than 20 years. His research has been supported by U.S. National Science Foundation many times and he has published more than 120 papers with one monograph on multivariate splines. He has graduated 16 Ph.D. and has 3 Ph.D. students under his supervision now. He is an expert on multivariate splines and their applications in computer aided geometric design, numerical solution of partial differential equations, and wavelet analysis.
 
报告时间:2018年6月13日(周三)上午10:00
报告地点:理学院学术报告厅(6教南528)
 
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