theorem 45.39 Israel; imported

open in the book · parts/05-general-relativity-cosmology/04-schwarzschild-black-holes.tex:1516 · p. 1302

Rests on

Supports

Neighborhood

Every logical edge within two steps of this node.

theorem 45.39: Israel; imported45.39proposition 45.37: Reissner–Nordström solution45.37theorem 45.1: Schwarzschild solution45.1phenomenon 45.42: Stationary black holes are two-parameter objects45.42proof : ch:04-schwarzschild-black-holes@proof-18proofequation 13.306: eq:mfd-riemann13.306postulate 43.1: Geodesic motion43.1theorem 13.150: Levi-Civita connection and contorsion13.150phenomenon 50.4: A ring of light at event-horizon scale50.4phenomenon 50.5: Black-hole masses from gravitational waves50.5phenomenon 45.52: The shadow45.52proposition 45.14: Isotropic coordinates45.14proposition 45.43: Static acceleration and surface gravity45.43proposition 45.16: Curvature at the horizon and at the centre45.16proposition 45.19: Kruskal–Szekeres coordinates45.19proposition 45.18: The one-way membrane45.18proposition 45.6: Radial equation and effective potential45.6theorem 45.4: Jebsen–Birkhoff45.4theorem 45.30: Kerr solution; imported45.30proof : ch:04-schwarzschild-black-holes@proof-1prooftheorem 45.40: Carter–Robinson; imported45.40proof : ch:04-schwarzschild-black-holes@proof-19proof

Edges

typedirectionnode provenancewhere
cites Event Horizons in Static Vacuum Space-Times derived parts/05-general-relativity-cosmology/04-schwarzschild-black-holes.tex:1522
cites Event Horizons in Static Electrovac Space-Times derived parts/05-general-relativity-cosmology/04-schwarzschild-black-holes.tex:1522
depends_on Reissner–Nordström solution declared parts/05-general-relativity-cosmology/04-schwarzschild-black-holes.tex:1523
depends_on Schwarzschild solution declared parts/05-general-relativity-cosmology/04-schwarzschild-black-holes.tex:1523
depends_on Stationary black holes are two-parameter objects declared parts/05-general-relativity-cosmology/04-schwarzschild-black-holes.tex:1574