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学术报告

Existence and uniqueness of Green's function to a nonlinear Yamabe problem-李岩岩教授 (美国罗格斯大学)

题目:Existence and uniqueness of Green's function to a nonlinear Yamabe problem

报告人:李岩岩教授 (美国罗格斯大学)

Abstract: For a given finite subset S of a compact Riemannian manifold (M,g) whose Schouten curvature tensor belongs to a given cone, we prove the existence and uniqueness of a conformal metric on M/S such that each point of S corresponds to an asymptotically flat end and that the Schouten tensor of the new conformal metric belongs to the boundary of the given cone.

时间: 7月10日(周一)下午4:00--5:00

地点:首都师范大学本部教二楼813教室

 

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