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We show that, when an approximation used in this prior work is removed, the resulting improved calculation yields an alternative derivation, in the particular case studied, of the accidental curvature… Click to show full abstract
We show that, when an approximation used in this prior work is removed, the resulting improved calculation yields an alternative derivation, in the particular case studied, of the accidental curvature constraint of Hellmann and Kaminski. The result is at the same time extended to apply to almost all non-degenerate Regge-like boundary data and a broad class of face amplitudes. This resolves a tension in the literature.
Keywords:
flatness problem;
asymptotics flatness;
addendum eprl;
eprl asymptotics
Journal Title: Classical and Quantum Gravity
Year Published: 2021
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Journal Title: Classical and Quantum Gravity
Year Published: 2021
Link to full text (if available)
Share on Social Media: Sign Up to like & get
recommendations!