On hypermomentum in general relativity. III - Coupling hypermomentum to geometry

Details On hypermomentum in general relativity. III - Coupling hypermomentum to geometry On hypermomentum in general relativity. III - Coupling hypermomentum to geometry

Jul 1976

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1976znata..31..823h&link_type=abstract

Zeitschrift für Naturforschung, Teil a, vol. 31a, July 1976, p. 823-827.

Physics

4

Field Theory (Physics), Gravitation Theory, Momentum Theory, Relativity, Gravitational Fields, Lagrange Multipliers, Partial Differential Equations, Tensor Analysis

Scientific paper

A proposal is made concerning the dynamical definition of hypermomentum as the variation of the material Lagrangian density with respect to the affine connection in a space. A dualistic field theory is considered and completed by introducing an action function for the gravitational field expressed in geometrical variables. Attention is given to the gravitational field Lagrangian and the proper hypermomentum in general relativity.

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