Authors: Ervin Goldfain
We develop a theoretical framework in which the equations of General Relativity (GR)emerge from dimensional fluctuations of the early Universe. The derivation points outthat primordial fluctuations in the effective dimensionality of spacetime are governed bythe complex Ginzburg—Landau equation (CGLE), which is a coarse-grained description ofcomplex dynamics near the Planck scale. Elaborating on the behavior of CGLE as generichydrodynamic flow, our paper offers an intriguing path from fractal dimensionality ofprimordial cosmology to the onset of gravitational physics in the late Universe.
Comments: 30 Pages.
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