Some global properties of closed spatially homogeneous space-times.

Mathematics – Logic

Scientific paper

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Cosmological Models

Scientific paper

We consider some properties of the space-times which contain a spatially homogeneous domain of dependenceD(V), whereF is acompact achronal spatial hypersurface of homogeneity. For example, it is shown that ifV has a nonempty future Cauchy horizon then the timelike geodesies orthogonal toV are future incomplete and there is strong causality failure onH +(V). Also, conditions for the global hyperbolicity of such space-times are obtained.

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