题目: Energy identity for harmonic maps into certain pseudo-Riemannian manifolds

报告人: 赵亮  (北京师范大学)

时间：2015年6月9日（周二）下午 2：30―4:00

地点：管研楼 1318

摘要: For a harmonic map into a certain Lorentzian manifold, we prove that its Hopf differential is holomorphic and get the $/epsilon$ regularity theorem. Moreover, we prove that for a sequence of the maps with their energy bounded, the energy identity holds. This is a joint work with Prof. Han Xiaoli and Prof. Zhu Miaomiao.

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