报告人：周忆（复旦大学）

时间：2021年6月4日（星期五）下午15:40-16:25

地点：工商楼412教室

摘要：There are a few results about the global stability of nontrivial solutions to quasilinear wave equations. In this paper we are concerned with the uniqueness and stability of traveling wave to the time-like extremal hypersurface in Minkowski space.Firstly, we can get the existence and uniqueness of traveling wave solutions to the time-like extremal hypersurface in R#$(&$#) , which can be considered as the generalized Bernstein theorem in Minkowski space. Furthermore, we also get the stability of traveling wave solutions with speed of light to time-like extremal hypersurface in 1 + (2 + 1) dimensional Minkowski space, which is corresponding with quasilinear wave equation in two dimensions

联系人：王成波老师（wangcbo@zju.edu.dn )

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