Energy-Momentum of the Gravitational Field in the Teleparallel Geometry

Details Energy-Momentum of the Gravitational Field in the Teleparallel Geometry Energy-Momentum of the Gravitational Field in the Teleparallel Geometry

Dec 2002

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2002nmgm.meet.1043m&link_type=abstract

"THE NINTH MARCEL GROSSMANN MEETING On Recent Developments in Theoretical and Experimental General Relativity, Gravitation and R

Physics

Scientific paper

The dynamics of the gravitational field can be described in the context of the teleparallel geometry, where the basic geometrical entity is the tetrad field ea μ, (a and μ are SO(3,1) and space-time indices, respectively). Teleparallel theories of gravity are defined on the Weitzenböck space-time1 endowed with the affine connection Γ {μ ν }λ = e{aλ } ∂ μ e{aν }. The curvature tensor constructed out of this connection vanishes identically, and therefore it defines a space with teleparallelism, or absolute parallelism2...

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