Enlarged Bound on the Measurability of Distances and Quantum κ-Poincarè Group
G. Amelino-Camelia
Abstract
When quantum mechanical and general relativistic effects are taken into account in the analysis of distance measurements, one finds a measurability bound. I observe that some of the structures that have been encountered in the literature on the Quantum κ-Poincarè Group naturally lead to this bound.
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