The paper re-derives the meVSL model's Friedmann equations using the 3+1 formalism and identifies the lapse function with the varying speed of light, but only after silently replacing the speed of light c with tilde c, so the claimed consistency with the earlier equations fails.
Fourier Analysis of Gamma-Ray Burst Light Curves: Searching for Direct Signature of Cosmological Time Dilation
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abstract
We study the power density spectrum (PDS) of light curves of the observed gamma-ray bursts (GRBs) to search for a direct signature for cosmological time dilation in the PDS statistics with the GRBs whose redshifts $z$'s are known. The anticorrelation of a timescale measure and a brightness measure is indirect evidence of its effect. On the other hand, we directly demonstrate that a time dilation effect can be seen in GRB light curves. We find that timescales tend to be shorter in bursts with small redshift, as expected from cosmological time-dilation effects, and we also find that there may be non-cosmological effects constituting to this correlation. We discuss its implication on interpretations of the PDS analysis results. We put forward another caution to this kind of analysis when we statistically exercise with GRBs whose $z$ is unknown.
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3+1 formalism of the minimally extended varying speed of light model
The paper re-derives the meVSL model's Friedmann equations using the 3+1 formalism and identifies the lapse function with the varying speed of light, but only after silently replacing the speed of light c with tilde c, so the claimed consistency with the earlier equations fails.