talk#339
Measuring spatial distances in causal sets via causal overlaps
its derivative based on the Z^2_K statistics (K is the number of Fourier harmonics). Causal set theory
We introduce a new approach to measuring proper distances between space-like separated events in Minkowski spacetimes of any dimension. Interestingly, this approach allows us to measure distances up to the Planck scale with arbitrary precision. It also enables us to define reference frames and evaluate some kinematic quantities along time-like paths.
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