Proves global stability of Minkowski spacetime under small perturbations in a centre-normalised outgoing null-geodesic gauge by combining r^p estimates on Weyl components with transport equations along a regular central axis.
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3 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
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gr-qc 3years
2026 3verdicts
UNVERDICTED 3representative citing papers
Constructs general vacuum initial data with minimal and borderline decay at spacelike infinity via forward integration using free data formalism and effective uniformization gauge.
A survey of techniques including decay assumptions, geometric foliations, energy identities, and gauge choices for the stability of Minkowski spacetime under the Einstein vacuum equations.
citing papers explorer
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Stability of the Minkowski spacetime in Newman-Unti gauge
Proves global stability of Minkowski spacetime under small perturbations in a centre-normalised outgoing null-geodesic gauge by combining r^p estimates on Weyl components with transport equations along a regular central axis.
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Forward Construction of Vacuum Initial Data with Borderline Decay
Constructs general vacuum initial data with minimal and borderline decay at spacelike infinity via forward integration using free data formalism and effective uniformization gauge.
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The Stability of Minkowski Spacetime
A survey of techniques including decay assumptions, geometric foliations, energy identities, and gauge choices for the stability of Minkowski spacetime under the Einstein vacuum equations.