题目: The  rectified n-harmonic map flow and its applications.

报告人: Prof.Hong MinChun, The University of Queensland

时间: 2014年7月15日上午9:30-11:00

地点： 管理楼1418

摘要:  We  prove global existence of the weak solution of  a rectified $n$-harmonic map flow, where the solution is regular except for a finite number of points and establish the energy identity for the flow at each singular time. As $t/to /infty$, we prove a no-neck result between the limiting map and bubbles. Finally, we present two applications of the rectified $n$-harmonic map flow on minimizing the $n$-energy functional and the Dirichlet energy functional in a homotopy class.

主办单位：365英国上市官网  
          中科院吴文俊数学重点实验室

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