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In cosmology, radio source counts (or just source counts) is a method of detecting the curvature of space. In a flat, Euclidean space, a uniform distribution of radio sources (the scale of interest being cosmological distances, i.e., radio galaxies), with the same distribution of luminosities throughout, implies a certain pattern to the count of detectable sources at each luminosity:
log N = -1.5 log S
Divergence from this yields information about the geometry of the universe over time.