Quantum Physics

    

The Extraordinary Mathematical Properties of the Fine Structure Constant by Its Relation to the Monster Group and Some Mathematical Constants

Authors: Angel Garces Doz

As R. P. Feynman said: the fine structure constant is the probability that an electron emits or absorbs a photon. In this work several equations are shown; the majority of empirical heuristic character, by which the precise value of the fine-structure constant (its inverse) is obtained. Far from being pure numerology, we think that they are not accidental. We rely to affirm this in that in all there appear repetitively either mathematical constants such as Pi, e, etc, and / or quantum corrections due to the masses of the leptons with electric charge and the masses of the Wand Z bosons (and its entropies). This rules out its casual character. That there are so many possible equations and that they are related to very relevant aspects of mathematics, such as the monster group and others; allows us to demonstrate the extraordinary mathematical properties of this dimensionless constant

Comments: 7 Pages.

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Submission history

[v1] 2020-10-28 07:53:30

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