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Solutions of the singular Yamabe problem near singular boundaries

作者:   时间:2026-08-05   点击数:

标题: Solutions of the singular Yamabe problem near singular boundaries


摘要:In this talk, we study the asymptotic behaviors of solutions to the singular Yamabe problem with negative constant scalar curvature near singular boundaries. Specifically, we demonstrate that for a wide class of Lipschitz domains with asymptotic conical structure, the local positive solutions are well approximated by the positive solutions in the tangent cones at singular boundary points. This is a joint work with Weiming Shen and Jiongduo Xie.


主讲人简介:王哲辉,大湾区大学助理教授。研究方向为几何偏微分方程,相关论文发表于J. Reine Angew. Math.Ann. I. H. Poincaré C-ANSci. China Math.J. Funct. Anal.等期刊。现主持国自然青年基金和广东省粤莞联合基金,曾获中国博士后面上资助和中国科学院特别研究助理资助。


邀请人:蒋国盛 新葡的京集团35222vip助理研究员


时间:2026810日上午 10:00-11:00


报告地点:知新楼B1032


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