Abstract

When relativistic theory amalgamates space and time into “event”, other magnitudes of classical mechanics merge or superimpose. In special relativity it is still easy to find them again by referring to the inertial frame of reference, but general relativity presents them to us as already identified in the curvatures of the Riemannian universe, which admits of no inertial frames, except local ones. It is a search for particular magnitudes and relations (such as momentum and conservation laws), physically interpretablein the classical sense, which specifies a privileged frame. Starting from this frame of reference, the present Note sets out to define the energy-momentum density and super-potentials that give rise, in the same frame, to the known integral results due to the Einstein and Freud psendotensors. Thus the snags arising out of the transformation laws of these pseudotensors are eliminated at the same time.

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