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题目：On Locally Conformally Flat Manifolds with Positive Pinched Ricci Curvature

报告人：程亮 副教授 （华中师范大学）

地点：腾讯会议室

时间: 2023年12月21日 8:00-8:50

摘要: By using the Yamabe flow, we prove that if $(M^n,g)$, $n\geq3$, is an $n$-dimensional locally conformally flat complete Riemannian manifold  satisfying $Rc\geq \epsilon Rg>0$, then $M^n$ must be compact. Our result shows that Hamilton's pinching conjecture also holds for higher dimensional case if we assume additionally the metric is locally conformally flat.

参会方式：腾讯会议室

账号：662-859-6692

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