Universes seen by a Chandrasekhar equation in stellar physics

TL;DR

This paper extends Chandrasekhar's stellar physics equation to the universe level, proposing a finite primordial universe mass, supported by observational data, and predicts a multiverse with similar physics.

Contribution

It introduces a novel application of Chandrasekhar's equation to cosmology, suggesting a finite primordial universe mass and a multiverse hierarchy.

Findings

Primordial universe mass estimated at 1.13179 x 10^78 proton masses.

Proton radius determined at 8.2 x 10^-16 meters, matching theoretical predictions.

Supports multiverse theory with universes sharing similar physics and near-critical mass.

Abstract

While we know that quantum, relativity and gravity physics control much of Nature, Subrahmanyan Chandrasekhar derived an equation showing that for the structure, composition, and source of energy of stars. This paper extends its application to universes. A model is derived of these physics indicating that a primordial mass of our universe is finite, at 1.13179 x 10E+78 proton masses. This seems confirmed by two sets of data, from the WMAP spacecraft and other observatories. The model is confirmed more in detail by a determination of the proton radius, at 8.2 (+/-0.2) x 10E-16 m, with a precise theoretical value. This is the equivalent radius for a sphere, while the actual shape of the proton may be ellipsoidal. Together with theories of inflation, the model predicts the existence of a space-time background that is spawning new universes. They all have the same physics and near-critical mass. The multiverse is a hierarchy of increasing numbers of universes. The paper ends with a set of predictions in terms of suggestions for future work