We prove that aligned Petrov type D perfect fluids for which the vorticity vector is not orthogonal to the plane of repeated principal null directions and for which the magnetic part of the Weyl tensor with respect to the fluid velocity has vanishing divergence, are necessarily purely electric or locally rotationally symmetric. The LRS metrics are presented explicitly
We show that there are no new consistent perfect fluid cosmologies with the kinematic variables and ...
The classification scheme for the complete class of purely electric perfect fluids (PEpf's) of Petro...
The classification scheme for the complete class of purely electric perfect fluids (PEpf's) of Petro...
We prove that aligned Petrov type D perfect fluids for which the vorticity vector is not orthogonal ...
We generalize an alignment condition of the Weyl tensor given by Barnes and Rowlingson. The alignmen...
A non-conformally flat perfect fluid model for which the electric part of the Weyl tensor w.r.t. the...
A non-conformally flat perfect fluid model for which the electric part of the Weyl tensor w.r.t. the...
A non-conformally flat perfect fluid model for which the electric part of the Weyl tensor w.r.t. the...
Petrov types D and II perfect-fluid solutions are obtained starting from conformally flat perfect-fl...
This thesis is concerned with exact solutions of Einstein's field equations of general relativity, i...
The second order perturbative field equations for slowly and rigidly rotating perfect fluid balls of...
The properties of some locally rotationally symmetric (LRS) perfect fluid space-times are examined i...
We investigate shear-free perfect fluid solutions of the Einstein field equations where the fluid pr...
We investigate shear-free perfect fluid solutions of the Einstein field equations where the fluid pr...
We investigate shear-free perfect fluid solutions of the Einstein field equations where the fluid pr...
We show that there are no new consistent perfect fluid cosmologies with the kinematic variables and ...
The classification scheme for the complete class of purely electric perfect fluids (PEpf's) of Petro...
The classification scheme for the complete class of purely electric perfect fluids (PEpf's) of Petro...
We prove that aligned Petrov type D perfect fluids for which the vorticity vector is not orthogonal ...
We generalize an alignment condition of the Weyl tensor given by Barnes and Rowlingson. The alignmen...
A non-conformally flat perfect fluid model for which the electric part of the Weyl tensor w.r.t. the...
A non-conformally flat perfect fluid model for which the electric part of the Weyl tensor w.r.t. the...
A non-conformally flat perfect fluid model for which the electric part of the Weyl tensor w.r.t. the...
Petrov types D and II perfect-fluid solutions are obtained starting from conformally flat perfect-fl...
This thesis is concerned with exact solutions of Einstein's field equations of general relativity, i...
The second order perturbative field equations for slowly and rigidly rotating perfect fluid balls of...
The properties of some locally rotationally symmetric (LRS) perfect fluid space-times are examined i...
We investigate shear-free perfect fluid solutions of the Einstein field equations where the fluid pr...
We investigate shear-free perfect fluid solutions of the Einstein field equations where the fluid pr...
We investigate shear-free perfect fluid solutions of the Einstein field equations where the fluid pr...
We show that there are no new consistent perfect fluid cosmologies with the kinematic variables and ...
The classification scheme for the complete class of purely electric perfect fluids (PEpf's) of Petro...
The classification scheme for the complete class of purely electric perfect fluids (PEpf's) of Petro...
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