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Some Spatially Homogeneous Anisotropic Relativistic Cosmological Models

Journal of Mathematical Physics · 1966 · Vol. 7(3) · pp. 443–446
R. KantowskiRainer K. Sachs

Abstract

Some solutions of the Einstein field equations for a dust source are given in explicit form. They are spatially homogeneous, irrotational, and anisotropic. They can be characterized as those spatially homogeneous expanding models that do not permit a simply transitive three-parameter group of motions. The models are compared in detail with observations and with the Friedmann models. In a few instances slightly longer time scales are obtained with the present models than from the corresponding Friedmann models.

Cosmology and Gravitation TheoriesSolar and Space Plasma DynamicsRelativity and Gravitational TheoryConservative vector fieldHomogeneousPhysicsAnisotropyFriedmann equationsEinstein field equationsFriedmann–Lemaître–Robertson–Walker metricMathematical physicsClassical mechanicsTransitive relation
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A class of homogeneous cosmological models
Communications in Mathematical Physics · 1969 · 806 citations
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