Archaic Universe and Cosmological Model: ``Big-Bang'' as Nucleation by Vacuum

Mathematics – Logic

Scientific paper

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Quantum De Sitter Universe, Emergence Of Time, Wick Rotation, Nucleation, Cosmological Bekenstein Relation, Cosmological Constant, Projective General Relativity Equations

Scientific paper

In this work, we examine in depth the physical aspects of the archaic universe described by Euclidean 5-sphere geometry, by using Projective Relativity techniques. We hypothesize that the expansion of the Universe was “ignited” by primordial R processes, and that the big bang consisted of a spatially extended nucleation process which took place at the end of a pre-cosmic phase, characterized by the evolution parameter x0. This parameter, which can be considered a quantum precursor of ordinary physical time, is a coordinate of Euclidean 5-sphere metrics. It is so possible to avoid many of the difficulties with standard model and to get rid of ad hoc assumptions. A complete solution to Projective General Relativity (PGR) equations is provided, so as to establish univocal relations between the scale factor R( τ) and cosmic time τ. In this way, the physics and geometry of the cosmological model are specified completely.

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