DOIAbstract
A new series of solutions to the Einstein-Maxwell magnetostatic equations is presented. Two particular solutions are denoted which reduce to the Schwarzschild metric when the magnetic field vanishes. © 1988
A new series of solutions to the Einstein-Maxwell magnetostatic equations is presented. Two particular solutions are denoted which reduce to the Schwarzschild metric when the magnetic field vanishes. © 1988
The Einstein-Maxwell field equations are solved completely when the line element has the form (Equat...
Summary: "This review article is an attempt at the systematization of known particular solutions of ...
An exact, asymptotically planar solution is derived in algebraic form for the Einstein-Maxwell equat...
A new series of solutions to the Einstein-Maxwell magnetostatic equations is presented. Two particul...
New magnetostatic solutions reducing to the Schwarzschild solution when the magnetic field vanishes ...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
The authors consider static, axially symmetric solutions of the Einstein-Maxwell equations in Weyl c...
A new asymptotically flat solution of the algebraic form for the Einstein-Maxwell equations referrin...
A new asymptotically flat solution of the algebraic form for the Einstein-Maxwell equations referrin...
A new class of axisymmetric asymptotically flat solutions of the magnetostatic Einstein-Maxwell equa...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
We present two new stationary axisymmetric solutions of the Einstein-Maxwell equations which are asy...
A solution of the Einstein-Maxwell magnetostatic equations describing the gravitational field of a m...
The Einstein-Maxwell field equations are solved completely when the line element has the form (Equat...
Summary: "This review article is an attempt at the systematization of known particular solutions of ...
An exact, asymptotically planar solution is derived in algebraic form for the Einstein-Maxwell equat...
A new series of solutions to the Einstein-Maxwell magnetostatic equations is presented. Two particul...
New magnetostatic solutions reducing to the Schwarzschild solution when the magnetic field vanishes ...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
A new series of static solutions of the Einstein-Maxwell equations is presented. Particular solution...
The authors consider static, axially symmetric solutions of the Einstein-Maxwell equations in Weyl c...
A new asymptotically flat solution of the algebraic form for the Einstein-Maxwell equations referrin...
A new asymptotically flat solution of the algebraic form for the Einstein-Maxwell equations referrin...
A new class of axisymmetric asymptotically flat solutions of the magnetostatic Einstein-Maxwell equa...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
A family of axisymmetric asymptotically flat solutions of the Einstein-Maxwell field equations is pr...
We present two new stationary axisymmetric solutions of the Einstein-Maxwell equations which are asy...
A solution of the Einstein-Maxwell magnetostatic equations describing the gravitational field of a m...
The Einstein-Maxwell field equations are solved completely when the line element has the form (Equat...
Summary: "This review article is an attempt at the systematization of known particular solutions of ...
An exact, asymptotically planar solution is derived in algebraic form for the Einstein-Maxwell equat...
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