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We explored the dimensional equivalence of the product of the plane, area, and volume of a circle as well as frequency (2πrf), or 21.3 π 4 r 7 f, when applied to universal boundaries. When this product was set equal to the equivalent powers of the gravitational constant and the mass, age, and width of the universe a "diffusion" velocity of ~10 23 m·s -1 was derived which matched the ~7 to 8 min associated with non-locality and "entanglement" as indicated by both theoretical estimates for gravitational solitons and empirical inferences for photon coupling. These results suggest that a recondite factor employed to describe a closed geometry (the circle) in three dimensions and time (as frequency) may offer alterna- tive perspectives to quantitative solutions for penetrance of multidimensional space within submass levels. Latency to dis- play universal entanglement may not be instantaneous or continuous but would involve a discrete quantitative value that could have significant implications for physical cosmology.

the open astronomy journal

Dimensional Analyses of Geometric Products and the Boundary Conditions of the Universe: Implications for a Quantitative Value for the Latency to Display Entanglement