论文标题
在孤立的引力系统上的准局部角动量的极限
Limits of quasi-local angular momentum on an isolated gravitating system
论文作者
论文摘要
我将讨论Chen-wang-yau的准角动量，该动量是根据王尤（Wang-Yau）的最佳等距嵌入和准胶质质量的理论定义的，其极限是在分离的引力系统的空间和无效无穷大。这是基于与Po-Chen，Jordan Keller，Ye-Kai Wang和Shing-Tung Yau的联合合作。
I shall discuss the Chen-Wang-Yau quasilocal angular momentum, which is defined based on the theory of optimal isometric embedding and quasilocal mass of Wang-Yau, and the limits of which at spatial and null infinity of an isolated gravitating system. This is based on joint work with Po-Ning Chen, Jordan Keller, Ye-Kai Wang, and Shing-Tung Yau.
