On Newman-Penrose constants of stationary electrovacuum spacetimes
arXiv:0904.2240 · doi:10.1103/PhysRevD.79.104001
Abstract
A theorem related to the Newman-Penrose constants is proven. The theorem states that all the Newman-Penrose constants of asymptotically flat, stationary, asymptotically algebraically special electrovacuum spacetimes are zero. Straightforward application of this theorem shows that all the Newman-Penrose constants of the Kerr-Newman spacetime must vanish.
arXiv comment11pages, no figures accepted by PRD
References in corpus (10)
- Bondi-type systems near space-like infinity and the calculation of the NP-constants
- Logarithmic Newman-Penrose constants for arbitrary polyhomogeneous spacetimes
- Static vacuum solutions from convergent null data expansions at space-like infinity
- Early radiative properties of the developments of time symmetric, conformally flat initial data
- Asymptotic properties of the development of conformally flat data near spatial infinity
- Conserved quantities in a black hole collision
- Light Cone Structure near Null Infinity of the Kerr Metric
- Boost-rotation symmetric type D radiative metrics in Bondi coordinates
- On Uniqueness of Kerr Space-time near null infinity
- On Newman-Penrose constants of stationary space-times