题目：  A generalized Omori-Yau maximum principle in Finsler geometry

报告人：尹松庭 博士（安徽省铜陵学院）

时间： 2015年4月30日上午9：00-10：30

地点：管理楼1308

摘要:  In this talk,  we will generalize the Omori-Yau type maximum principle to the Finsler manifolds with the weighted Ricci curvature bounded from below by a smooth function. It is shown that if the function does not approach −∞ too fast the manifold satisfies the Omori-Yau type maximum principle.

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