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A toy model of the universe based on a large numbers hypothesis inspired by Edward Teller – towards a TOE centered on life phenomenon

Author:

Dragoi, Andrei-Lucian M.

Category:

Research Papers

Sub-Category:

Cosmology

Language:

English

Date Published:

October 22, 2016

Downloads:

85

Keywords:

fine structure constant; gravitational coupling constant; Teller’s large numbers hypothesis; Dirac’s large numbers hypothesis; Standard model of particle physics; a toy-model of the universe; life phenomenon

Abstract:

In the last century, a small minority of physicists considered a hypothetical binary logarithmic connection between the large and the small constants of physics, which also implies a base-2 power law (Fürth, 1929; Eddington, 1938; Teller, 1948; Salam, 1970; Bastin, 1971; Sirag, 1980, 1983; Sanchez, Kotov and Bizouard, 2009, 2011, 2012; Kritov, 2013]. In this article, I propose a toy model of the universe (TMU) that can offer a couple of potential valid updates for the Standard model (SM) of particle physics: the main binary logarithm Teller hypothesis (mbl-TH) on the large numbers in physics, which is an alternative interpretation of the Dirac’s large numbers hypothesis (DLNH); the dimensional relativity hypothesis (DRH); the electrograviton model (EGM) of the hypothetical graviton based on mbl-TH and DRH; a multiple (quantum) G hypothesis (mGH) based on a quantum G series (Gsq); a unified scalar function (FN) for all the (running) coupling constants of the four fundamental fields/forces based on a unifying strong-electroweak-gravitational scaling factor (Na); a cyclic closed universe hypothesis (CCUH); life as a fundamental (biophysical) field hypothesis (LFFH) based on a new generalized concept of fundamental biophysical field/force (FBF). This TMU was motivated and created from the author’s strong conviction that SM cannot evolve and become a “mature” TOE without fully explaining the existence of life forms (LFs).

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