4.1 The geometry of spacelike 2-surfaces

4.1.1 The Lorentzian vector bundle

4.1.2 Connections

4.1.3 Convexity conditions

4.1.4 The spinor bundle

4.1.5 Curvature identities

4.1.6 The GHP formalism

4.1.7 Irreducible parts of the derivative operators

4.1.8 -connection 1-form versus anholonomicity

4.2 Standard situations to evaluate the quasi-local quantities

4.2.1 Round spheres

4.2.2 Small surfaces

4.2.3 Large spheres near the spatial infinity

4.2.4 Large spheres near null infinity

4.2.5 Other special situations

4.3 On lists of criteria of reasonableness of the quasi-local quantities

4.3.1 General expectations

4.3.2 Pragmatic criteria

4.3.3 Incompatibility of certain ‘natural’ expectations

http://www.livingreviews.org/lrr-2004-4 |
© Max Planck Society and the author(s)
Problems/comments to |