The Positive Mass Theorem near null infinity

Mathematics – Differential Geometry

Scientific paper

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10 pages, Invited talk at ICCM 2004, December 17-22, Hong Kong

Scientific paper

In this short paper, we review recent progress on the positive mass theorem
for spacelike hypersurfaces which approach to null infinity in asymptotically
flat spacetimes. We use it to prove, if the functions $c(u, \theta, \psi)$,
$d(u, \theta, \psi)$ vanish at certain retarded time in vacuum Bondi's
radiating spacetimes, then the Bondi mass is nonnegative up to that time.

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