Abstract: The positive mass theorem is an important theorem in geometry and relativity. In this talk, we will discuss the positive mass theorem for metrics admitting singularity in a subset of a smooth differential manifold. For Lipschitz metrics , We give an result which may be ultimate in the sense of the classification of the singular set by Hausdorff dimension. And we also give some result for more general metric. It is a joint work with my tutors Wenshuai Jiang and Weiming Sheng.
Tencent Information
Link: https://meeting.tencent.com/s/perQDxivExZq
ID: 535 400 072
