SPACE-TIME SCALE NONINVARIANCE OF THE CONFORMAL GEOMETRY AND ITS POSSIBLE OBSERVABLE MANIFESTATIONS
Abstract
The radar procedure of the distance determination in conformal space-time geometry is considered. It is shown that the space intervals conformal contraction gave rise to an anomalous violet frequency shift during the monochromatic signal propagation over the closed path. Its relative value equals the Hubble constant multiplied by the duration of the signal propagation. The predicted phenomenon is the local manifestation of the cosmologic expansion and, in principle, is accessible to experimental detection.
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