A positive mass theorem for two spatial dimensions
classification
🌀 gr-qc
math.DG
keywords
theoremcasemasspositivespatialanaloguediffeomorphicdimensions
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We observe that an analogue of the Positive Mass Theorem in the time-symmetric case for three-space-time-dimensional general relativity follows trivially from the Gauss-Bonnet theorem. In this case we also have that the spatial slice is diffeomorphic to $\Real^2$.
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