Mahdi Godazgar, Harvey S. Reall
Abstract
We discuss the peeling bahaviour of the Weyl tensor near null infinity for an asymptotivally flat higher dimensional spacetime and describe how these results can be used to write the Bondi energy flux in terms of “Newman-Penrose” Weyl components.
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We discuss the peeling bahaviour of the Weyl tensor near null infinity for an asymptotivally flat higher dimensional spacetime and describe how these results can be used to write the Bondi energy flux in terms of “Newman-Penrose” Weyl components.
Key concepts: Tensor (intrinsic definition), Weyl tensor, Algebra over a field, Computer science, Mathematics, Pure mathematics, Geometry, Riemann curvature tensor