報告題目：Radial symmetry and Liouville property for fractional equations
報 告 人：王英副教授 江西師範大學
報告時間：2020年10月13日 16：00-17：00
報告地點： 騰訊會議
點擊鍊接直接加入會議：
https://meeting.tencent.com/s/j8lbqdjJJeMU
會議 ID：898 663 886
校内聯系人：魏元鴻 weiyuanhong@jlu.edu.cn
報告摘要：In this talk, we discuss fractional nonlinear nonlinear problem. When the domain is a ball or the whole space, nonnegative solution must be symmetric and monotonicity with respect to |x| by the traditional method of moving planes. Applying the traditional method of moving planes, the problem could be reduced into the one in a limit domain. Then the nonexistence of positive solutions could be applied to get Liouville property for the original problem.
報告人簡介：王英，江西師範大學副教授，主要從事偏微分方程等領域研究。
