Add to ORKGThe Rainich equations provide a purely geometrical interpretation of matter in terms of the gravitational field it generates. All this takes place within the geometrical formulation of gravity provided by Einstein’s General Theory of Relativity. Rainich-type conditions giving spacetime goemetrizations are reviewed and extended. Three types of matter are considered: perfect fluids, scalar fields, and electromagnetic fields
A possibility of simulating a perfect fluid using scalar and spinor fields with different nonlineari...
Since the 1920\u27s it has been known how to characterize almost all solutions to the Einstein-Maxwe...
Since the 1920\u27s it has been known how to characterize almost all solutions to the Einstein-Maxwe...
The Rainich equations provide a purely geometrical interpretation of matter in terms of the gravitat...
Rainich-type conditions giving a spacetime “geometrization” of matter fields in general relativity a...
Rainich-type conditions giving a spacetime “geometrization” of matter fields in general relativity a...
Rainich-type conditions giving a spacetime “geometrization” of matter fields in general relativity a...
In this worksheet we describe and illustrate a relatively simple set of new Rainich-type conditions ...
Rainich geometrization is the process of eliminating the source from Einstein\u27s field equations a...
Rainich geometrization is the process of eliminating the source from Einstein\u27s field equations a...
Rainich geometrization is the process of eliminating the source from Einstein\u27s field equations a...
In (3 + 1) spacetime dimensions, the Rainich conditions are a set of equations expressed solely in t...
The geometry of the space-time is deduced from gravitational and electromagnetic fields. We have to ...
We minimally couple the electromagnetic field to gravity in Riemann-Cartan spacetime in the self-con...
A possibility of simulating a perfect fluid using scalar and spinor fields with different nonlineari...
A possibility of simulating a perfect fluid using scalar and spinor fields with different nonlineari...
Since the 1920\u27s it has been known how to characterize almost all solutions to the Einstein-Maxwe...
Since the 1920\u27s it has been known how to characterize almost all solutions to the Einstein-Maxwe...
The Rainich equations provide a purely geometrical interpretation of matter in terms of the gravitat...
Rainich-type conditions giving a spacetime “geometrization” of matter fields in general relativity a...
Rainich-type conditions giving a spacetime “geometrization” of matter fields in general relativity a...
Rainich-type conditions giving a spacetime “geometrization” of matter fields in general relativity a...
In this worksheet we describe and illustrate a relatively simple set of new Rainich-type conditions ...
Rainich geometrization is the process of eliminating the source from Einstein\u27s field equations a...
Rainich geometrization is the process of eliminating the source from Einstein\u27s field equations a...
Rainich geometrization is the process of eliminating the source from Einstein\u27s field equations a...
In (3 + 1) spacetime dimensions, the Rainich conditions are a set of equations expressed solely in t...
The geometry of the space-time is deduced from gravitational and electromagnetic fields. We have to ...
We minimally couple the electromagnetic field to gravity in Riemann-Cartan spacetime in the self-con...
A possibility of simulating a perfect fluid using scalar and spinor fields with different nonlineari...
A possibility of simulating a perfect fluid using scalar and spinor fields with different nonlineari...
Since the 1920\u27s it has been known how to characterize almost all solutions to the Einstein-Maxwe...
Since the 1920\u27s it has been known how to characterize almost all solutions to the Einstein-Maxwe...