A metric inside collapsing matter

Mathematics

Scientific paper

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Cosmology, Gravitational Collapse, Matter (Physics), Schwarzschild Metric, Cosmic Dust, Singularity (Mathematics)

Scientific paper

For an exact self-similar solution for the case of a spatially homogeneous dust-like sphere, a metric inside matter is identified and the existence of a map with complex time, whereto matter retreats at the stage of compression and wherefrom it reemerges at the stage of expansion, is demonstrated. The existence of such a map indicates a complex topology and violates the main assumption of topological singularity theorems, i.e., the existence of capture surfaces. The possibility of the transition from compression to expansion without a singularity of the infinite density type is examined.

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