Scaling Behavior of Ricci Curvature at Short Distance near Two Dimensions
Yoshihisa Kitazawa, Masao Ninomiya
Abstract
We study the renormalization of the Ricci curvature as an example of generally covariant operators in quantum gravity near two dimensions. We find that it scales with a definite scaling dimension at short distance. The Ricci curvature singularity at the big bang can be viewed as such a scaling phenomenon. The problem of the spacetime singularity may be resolved by the scale invariance of the spacetime at short distance.
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