题目：Hamilton-Souplet-Zhang Type Estimate under Integral Ricci Curvature Condition and its Application to Li-Yau Inequality

报告人🧑🏿‍🎤：朱萌 教授 （华东师范大学）

地点👺：致远楼101室

时间：2023年5月9日 9:20-10:20

摘要：We first prove a Hamilton-Souplet-Zhang type estimate for the heat equation on Riemannian manifolds satisfying certain integral Ricci curvature condition. Then as an application, by implanting the Hamilton-Souplet-Zhang type estimate in an argument of Qi S. Zhang, we show that certain integral Li-Yau inequality holds for the heat equation in this circumstance.

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