On the way towards a nonsingular gravitational collapse - The properties of the Yang-Mills Cosmos

Physics

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Cosmology, Gravitation Theory, Gravitational Collapse, Relativity, Big Bang Cosmology, Energy Conservation, Isotropic Media, Leptons, Space-Time Functions, Stress Tensors

Scientific paper

Adding gravitational self-interaction to general relativity in an intrinsic way changes drastically the behavior of a physical system under gravitational collapse. In the present analysis of this question for homogeneous and isotropic matter distributions we show that (1) the SO(1,3) gauge theory of gravity of the Yang-Mills type has the correct Newtonian limit for the late universe; (2) it defines intrinsically a dynamical gravitational stress energy-momentum tensor; and (3) negative self-energy always prevents homogeneous and isotropic matter from forming a big-bang singularity. If the present universe disposes of a positive self-energy, pair creation on the eve of the lepton era generates sufficient gravity to stop the fatal collapse.

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