Exact vacuum solutions of the De Witt equation for closed and open Friedmann models - Arrangement of operators and the singularity problem

Mathematics

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Astronomical Models, Big Bang Cosmology, Operators (Mathematics), Quantum Theory, Singularity (Mathematics), Asymptotic Methods, Universe, Vacuum

Scientific paper

The vacuum solution of the Wheeler-De Witt quantum cosmology equation is investigated, and exact solutions in closed and open models are obtained. It is shown that operator arrangement according to De Witt leads in both cases to nonsingular general solutions. In the closed model the normalized solution is localized on the Planck scale and can serve as a model of the preinflationary universe. It is also shown that the solution asymptotics in the presence of matter has the same form as the vacuum solutions. A singular equation is obtained for operator arrangement different from that of De Witt.

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