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A proof of the Kazdan-Warner identity via the Minkowski spacetime
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Any 2-dim Riemannian manifold with spherical topology can be embedded isometrically into a lightcone of the Minkowski spacetime. We apply this fact to give a proof of the Kazdan-Warner identity.
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A note on the stability of surfaces along null cones under area-preserving variations
Stable spacelike cross-sections of null cones have non-negative Hawking energy under DEC, and the only stable cross-sections of the Minkowski lightcone are round spheres.
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