On hypermomentum in general relativity. II - The geometry of spacetime

Details On hypermomentum in general relativity. II - The geometry of spacetime On hypermomentum in general relativity. II - The geometry of spacetime

Jun 1976

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1976znata..31..524h&link_type=abstract

Zeitschrift für Naturforschung, Teil a, vol. 31 a, June 1976, p. 524-527.

Physics

6

Field Theory (Physics), Metric Space, Momentum Theory, Relativity, Riemann Manifold, Classifications, Geometry, Gravitational Fields, Hilbert Space, Space-Time Functions, Tensors, Universe

Scientific paper

Einstein's general relativity theory and the Riemann-Cartan space are considered and a general affine geometry with the metric g is studied. An investigation is conducted of the conditions which are imposed on a geometrical framework by the requirement that a consistent physical interpretation is to be obtained. Attention is given to projective and conformal concepts and the geometry of the physical world

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