Observing separate galaxies, their groups and clusters, we understand that the Universe is highly inhomogeneous on sufficiently small scales. At the same time, according to the cosmological principle, the Universe is supposed to be homogeneous and isotropic when viewed at a large enough scale. The natural question arises: what is this typical averaging scale, at which the cosmological principle comes into its own? The standard approach leads to the value ~ 370 Mpc, contradicting the fact of existence of the observed largest cosmic structures with Gpc dimensions. However, there is another suitable value in cosmology, which is 10 times larger at present, namely, the Yukawa range of gravitational interaction. Therefore, we can trust the cosmological principle starting from distances, which exceed ~ 3.7 Gpc, and then the contradiction associated with the Gpc structures may be removed.
#CosmologicalPrinciple #Universe #LargestCosmicStructures
#Yukawa #GravitationalInteraction
#CosmologicalPrinciple #Universe #LargestCosmicStructures
#Yukawa #GravitationalInteraction

Albert Ripple (“bort”)Propriétairethis is really interesting. not knowing the background, i'm not sure where to place this post, fact or debate? i'm gonna place it in the debate center for now.24 juil. 2016
Albert Ripple (“bort”)Propriétaireyeah, i've settled which category this should be in now. also, is the figure in your other post(https://plus.google.com/u/0/102009404556761734231/posts/hmeyWso4Z5r) equaling ~3.7Gpc the reason for the ~3.7Gpc in this post, or is it a problematic coincidence?24 juil. 2016
+Albert Ripple This is an exact coincidence. The mentioned current value ~ 3.7 Gpc of the shielding length concerns both posts.24 juil. 2016