A one-to-one correspondence is established between the static solutions of the Einstein-Maxwell equations and the stationary solutions of the Einstein-vacuum equations, that enables one to directly write down a solution for the one from a known solution of the other, and conversely, by a simple transcription. The directness of the correspondence is achieved by writing the metric for static Einstein-Maxwell space-times in a coordinate system and a gauge adapted to the two-centre problem and the metric for stationary Einstein-vacuum space-times in a coordinate system and a gauge adapted to black holes with event horizons
We present two new stationary axisymmetric solutions of the Einstein-Maxwell equations which are asy...
A theorem is proved according to which a class of static solutions of a self-consistent system of Ei...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
A theorem is proved, according to which to each solution of the Einstein equations with an arbitrary...
Lectures given at the 3e Ecole de Physique Theorique de Jijel (Algeria), Sept. 2009. 52 pages, in Fr...
An exact, asymptotically planar solution is derived in algebraic form for the Einstein-Maxwell equat...
A new Petrov type D exact solution of the Einstein-Maxwell equations with a charged perfect fluid is...
We show that, in conformally static spacetimes, Maxwell equations take their simplest form when writ...
Minor rewordings. Version to appear in Letters in Mathematical PhysicsWe construct infinite-dimensio...
The authors present an asymptotically flat stationary vacuum solution of the Einstein equations redu...
We present a general method for solving exactly the static field equations of Einstein and Einstein-...
A treatment of Einstein's equations governing vacuum gravitational fields which are stationary and a...
The paper presents some solutions of the Einstein-Maxwell equations corresponding to a superposed el...
Motivated by our desire to find generalizations of the Bonnor-Melvin spacetime, the thesis investiga...
We discuss a direct construction of solitonic solutions in the Einstein-Maxwell system and analyze t...
We present two new stationary axisymmetric solutions of the Einstein-Maxwell equations which are asy...
A theorem is proved according to which a class of static solutions of a self-consistent system of Ei...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
A theorem is proved, according to which to each solution of the Einstein equations with an arbitrary...
Lectures given at the 3e Ecole de Physique Theorique de Jijel (Algeria), Sept. 2009. 52 pages, in Fr...
An exact, asymptotically planar solution is derived in algebraic form for the Einstein-Maxwell equat...
A new Petrov type D exact solution of the Einstein-Maxwell equations with a charged perfect fluid is...
We show that, in conformally static spacetimes, Maxwell equations take their simplest form when writ...
Minor rewordings. Version to appear in Letters in Mathematical PhysicsWe construct infinite-dimensio...
The authors present an asymptotically flat stationary vacuum solution of the Einstein equations redu...
We present a general method for solving exactly the static field equations of Einstein and Einstein-...
A treatment of Einstein's equations governing vacuum gravitational fields which are stationary and a...
The paper presents some solutions of the Einstein-Maxwell equations corresponding to a superposed el...
Motivated by our desire to find generalizations of the Bonnor-Melvin spacetime, the thesis investiga...
We discuss a direct construction of solitonic solutions in the Einstein-Maxwell system and analyze t...
We present two new stationary axisymmetric solutions of the Einstein-Maxwell equations which are asy...
A theorem is proved according to which a class of static solutions of a self-consistent system of Ei...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...