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Long time existence from interior gluing
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DOI：10.1088/1361-6382/aa769d.png)
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Abstract
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We prove completeness-to-the-future of null hypersurfaces emanating outwards from large spheres, in vacuum space-times evolving from general asymptotically flat data with well-defined energy-momentum. The proof uses scaling and a gluing construction to reduce the problem to Bieri's stability theorem.
Keywords:
Cauchy problem
constraint equations
existence of radiation fields
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