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