论文标题
附录：EPRL/FK渐近学和平坦问题
Addendum: EPRL/FK Asymptotics and the Flatness Problem
论文作者
论文摘要
我们表明，当去除这项先前的工作中使用的近似值时，所得的改进的计算会产生Hellmann和Kaminski意外曲率约束的特定情况下的替代推导。结果同时扩展到几乎所有非降级雷格样边界数据和广泛的面部幅度。这解决了文献中的张力。
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.
