Yau, S.-T. (2011) Quasi-Local Mass in General Relativity. In: Mrowka, T. and Yau, S.-T., Eds., Surveys in Differential Geometry, Vol. 15, International Press, Boston, 421-433.
https://doi.org/10.4310/SDG.2010.v15.n1.a12

has been cited by the following article:

• TITLE: A Re-Interpretation of Quasi-Local Mass

  AUTHORS: Edwin Eugene Klingman

  KEYWORDS: Quasi-Local Mass, Curved Space-Time, Gravitational Energy, Stress-Energy Tensor, Encoding Information in Geometry, Schwarzschild Metric

  JOURNAL NAME: Journal of Modern Physics, Vol.13 No.4, April 7, 2022

  ABSTRACT: Because the equivalence principle forbids local mass density, we cannot formulate general relativistic mass as an integral over mass density as in Newtonian gravity. This century-old problem was addressed forty years ago by Penrose, and many papers have since extended the concept. Currently there is no satisfactory physical understanding of the nature of quasi-local mass. In this paper I review the key issues, the current status, and propose an alternative interpretation of the problem of local mass and energy density for gravity systems from an information perspective.