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Results: 7
Rotating perfect fluid models in general relativity
Authors:
Perjes, Z
Citation:
Z. Perjes, Rotating perfect fluid models in general relativity, ANN PHYSIK, 9(3-5), 2000, pp. 368-377
The Wahlquist metric cannot describe an isolated rotating body
Authors:
Bradley, M Fodor, G Marklund, M Perjes, Z
Citation:
M. Bradley et al., The Wahlquist metric cannot describe an isolated rotating body, CLASS QUANT, 17(2), 2000, pp. 351-359
A slowly rotating perfect fluid body in an ambient vacuum
Authors:
Bradley, M Fodor, G Perjes, Z
Citation:
M. Bradley et al., A slowly rotating perfect fluid body in an ambient vacuum, CLASS QUANT, 17(14), 2000, pp. 2635-2640
Petrov types of slowly rotating fluid balls
Authors:
Fodor, G Perjes, Z
Citation:
G. Fodor et Z. Perjes, Petrov types of slowly rotating fluid balls, GEN RELAT G, 32(12), 2000, pp. 2319-2332
Rotating perfect fluid sources of the NUT metric
Authors:
Bradley, M Fodor, G Gergely, LA Marklund, M Perjes, Z
Citation:
M. Bradley et al., Rotating perfect fluid sources of the NUT metric, CLASS QUANT, 16(6), 1999, pp. 1667-1675
Axistationary perfect fluids - a tetrad approach
Authors:
Fodor, G Marklund, M Perjes, Z
Citation:
G. Fodor et al., Axistationary perfect fluids - a tetrad approach, CLASS QUANT, 16(2), 1999, pp. 453-463
All stationary vacuum metrics with shearing geodesic eigenrays (vol 13, pg1695, 1972)
Authors:
Kota, J Perjes, Z
Citation:
J. Kota et Z. Perjes, All stationary vacuum metrics with shearing geodesic eigenrays (vol 13, pg1695, 1972), J MATH PHYS, 39(11), 1998, pp. 6241-6241
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1-7
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