"Quasi-Local Energy-Momentum and Angular Momentum in General Relativity"
by
László B. Szabados
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Abstract
1
Introduction
2
Energy-Momentum and Angular Momentum of Matter Fields
3
On the Energy-Momentum and Angular Momentum of Gravitating Systems
4
Tools to Construct and Analyze Quasi-Local Quantities
5
The Bartnik Mass and its Modifications
6
The Hawking Energy and its Modifications
7
Penrose’s Quasi-Local Energy-Momentum and Angular Momentum
8
Approaches Based on the Nester–Witten 2-Form
9
Quasi-Local Spin Angular Momentum
10
The Hamilton–Jacobi Method
11
Towards a Full Hamiltonian Approach
12
Constructions for Special Spacetimes
13
Applications in General Relativity
14
Summary: Achievements, Difficulties, and Open Issues
15
Acknowledgments
References
Footnotes
Updates