Relation between physical and metric field in general relativity and cosmology

Astronomy and Astrophysics – Astrophysics

Scientific paper

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Cosmology, Gravitation Theory, Relativity, Space-Time Functions, Einstein Equations, Mass Distribution, Metric Space, Tensors

Scientific paper

By assuming that the whole matter of the universe possesses a dilatational degree of freedom, an attempt is made to show th equivalence between the curved metric of space-time and the flat metric of dilated space-time. In the framework of this procedure it is supposed that the metrical field and the physical space and time change their roles. The basic result suggests that gravitation and dilatation are interrelated phenomena. In addition, the possibility that the universe is of a hybrid type is discussed: it posseses at the same time properties of the evolutionary and stationary universe. Finally, the lengthening of the day in time is discussed as an example which supports these ideas. It is suggested that this phenomenon appears partly a a cosmological manifestation.

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