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Endpoint Strichartz estimates for Charge transfer model and the problems of soliton-potential interaction
发布时间: 2017-04-26     08:49   【返回上一页】 发布人:尧小华


 北京师范大学数学科学学院

 

调和分析专题报告

 

 

 

 

报告题目:Endpoint Strichartz estimates for Charge transfer model and the problems of soliton-potential interaction

 

报告人: 尧小华教授(华中师范大学数学学院)

  

 

时间地点:2017427日下午4:00-5:00,后主楼1129

 

邀请人:  丁勇 教授

 

报告摘要:In this talk, I would like to firstly address the optimal Strichartz estimates for Schrodinger equations with charge transfer potentials and general source terms in R^n and then give applications to the problem of soliton-potential interaction of NLS.  The proof of Strichartz estimates  is based on asymptotic scattering completeness for the charge transfer models and the (weak) point-wise time decay estimates for the scattering states of such systems. The methods work as well for the matrix charge transfer problems.  This talk based on my co-works with  Q. Deng and A. Soffer.