The gravito-informational significance of the fine structure constant
- implications in a four fields unification pattern at Planck scale and the existence of life forms in our universe
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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). This paper brings to attention a plausible triple electro-gravito-informational significance of the fine structure constant, with its implications in a plausible four fields unification pattern at Planck scales and the existence of life forms in ...
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). This paper brings to attention a plausible triple electro-gravito-informational significance of the fine structure constant, with its implications in a plausible four fields unification pattern at Planck scales and the existence of life forms in our universe: this triple significance is based on the existence of a unifying global scaling factor of nature which appears in a hypothetical fine reciprocal tuning of both big G magnitude and all the non-zero rest masses of all the elementary particles in the Standard Model. This paper also proposes a set of strong (and very strong) gravity constants and a gravitational field varying with the energy (and length) scale, all with potential importance in the unification of the four fundamental fields. All the proposed hypotheses are potential updates for the Standard Model of particle physics.
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