Exitence, non-existence and uniqueness for polyharmonic critical equation
 发布人: 曹思圆   发布时间: 2018-09-10   浏览次数: 10
 报告人：郭玉霞教授（清华大学）时间：9月14日（周五）下午2:30-3:30地点：闵行数学楼126摘要：Polyharmonic operator has found considerable interest in the literature due to its geometry roots in recent years. For instance, when \$m=2\$, it is the Paneitz operator, which was introduced by Paneitz \cite{paneitz} for smooth \$4\$ dimensional Riemannian manifoldsand and was generalized to smooth \$N\$ dimensional Riemannian manifolds. One can see from these papers that the problem involving polyharmonic operator presents new and challenging features in comparison with the elliptic operator (when \$m=1\$).In this talk, I will talk about the existence, non-existence and uniqueness for polyharmonic equation involving crtical growth.