Two Methods for Finding Multiple Solutions of Semilinear PDEs

发布日期: 2018-06-27  作者:    浏览次数: 130 


报告题目:Two Methods for Finding Multiple Solutions of Semilinear PDEs

报告人:湖南师范大学数学与统计学院院长、“高性能计算与随机信息处理”重点实验室主任,谢资清教授

报告时间:2018624日(星期日)上午 9:00-10:00

报告地点:上海师范大学(徐汇校区)3号楼三楼报告厅(332室)

报告摘要:In this talk, we present two approaches for finding the multiple solutions of semilinear PDEs. The first one is the Normalized Goldstein-type Local Minimax Method (NG-LMM) which is aimed to find multiple minimax-type solutions with variational structures. The second one is the Augmented Partial Newton Method (APNM) which is devoted to find multiple minimax-type solutions of semilinear PDEs no matter whether they are variatioal or not. More significantly, these two approaches are large-scope algorithms. The corresponding theoretical analysis is provided also.



 
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