题目：Location and Uniqueness of Concentration Solutions
报告人：彭双阶 教授 （华中师范大学）
地点：致远楼103室
时间：2019年5月10日10:30-11:30
摘要: This talk is concerned with a type of nonlinear Schrodinger equation with potential possessing non-isolated critical points. we obtain the necessary condition, existence and local uniqueness of the positive single peak solution with concentrating at this kind of points. These types of results will also be mentioned for the BEC model. Here the main difficulty is the degeneracy and inhomogeneity of the potantial at the concentrating point.
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