Gaugeless reduction of gravity and the evolution of the Universe

Physics

Scientific paper

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Quantum Gravity, Fundamental Problems And General Formalism

Scientific paper

The physical phase space of Einstein gravity with the Dirac-Arnowitt-Deser-Misner metric is constructed without using a gauge-fixing condition by explicitly resolving the constraints for nonphysical fields. As a result, from the reduced Einstein action we get a new energy-momentum tensor for independent dynamical fields. The corresponding energy and time are in direct analogy with the ``spectral energy'' and ``observable time'' for a relativistic particle. We discuss the photon and graviton excitations in the reduced theory and the ``spectral history'' of the evolution of the quantum Universe from inflation until the classical Friedman stage.

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