Equivalence of the Degrees of Freedom in a Unified Gravitational Theory

Details Equivalence of the Degrees of Freedom in a Unified Gravitational Theory Equivalence of the Degrees of Freedom in a Unified Gravitational Theory

Jun 1986

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1986ijtp...25..599h&link_type=abstract

International Journal of Theoretical Physics, Volume 25, Issue 6, pp.599-616

Physics

Scientific paper

A discussion of the nouniqueness of physical laws and their invariance groups is illustrated by the construction of a physical theory (presented earlier) in which the law of motion of structureless and spinning particles is unified in the geometry of the manifold of the de Sitter group SO(3,2). The theory has the structure of a non-Abelian Kaluza-Klein theory with very special properties resulting from the topology and noncompactness of the groups. The physical interpretation of the field equation is discussed. The physical requirement of equivalence of the interaction of spinning and orbiting systems, generally unconsidered in related theories, is here taken into account by the structure of the theory. The possibility of deviations from predictions of general relativity exists. Generalizations of the theoretical structure to higher dimensional groups are outlined and open the possibility for observations.

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