题目：Finite Element Methods for Eigenvalue Problems系列讲座

报告人: Professor Jaap van der Vegt

Department of Applied Mathematics, University of Twente

时间： 2016年10月24日, 10月26日, 10月28日, 10月31日, 11月2日, 11月4日

 上午 9:45~11:20

地点： 管理科研楼1218

课程内容简介: 

Eigenvalue problems are important in many applications areas, such as electromagnetics, structural mechanics, quantum theory, and control. Important examples are the Laplace, Maxwell and Schrodinger eigenvalue problems. Finite element methods provide a well-established numerical method to solve eigenvalue problems and are supported by an extensive mathematical theory. In this short course, we will discuss several finite element methods for the computation of eigenvalue problems. Special attention will be given to the theoretical analysis of finite element discretizations for eigenvalue problems. In particular, the convergence theories from Descloux, Nassif and Rapaz, and from Babuska and Osborn will be discussed and used to analyze the convergence of finite element discretizations for eigenvalue problems.