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August 3, 20250 citations

A Natural Derivation of the Fine-Structure Constant from Electron–Planck Geometric Ratios

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DNDávid Nagy

Key Points

  • MAIN FINDING: The fine-structure constant is expressed in terms of universal constants with high precision.
  • KEY EVIDENCE: The relation α ≈ (me × re) / (mp × lp) matches the known value of α closely.
  • APPROACH: The study uses geometric ratios involving electron and Planck constants for its derivation.
  • SIGNIFICANCE: This interpretation offers a new perspective on the coupling between matter and spacetime.

Abstract

The fine-structure constant, α ≈ 1/137, is one of the most fundamental andmysterious dimensionless constants in physics. In this work, we propose a remark-ably simple and physically meaningful relation that expresses α purely in terms of four universal constants: the electron mass me, the classical electron radius re, the Planck mass mp, and the Planck length lp. We show that the ratio α ≈ (me × re) / (mp × lp)not only numerically reproduces the measured value of α with high precision, butalso allows a physical interpretation of α as the dimensionless resonance coupling between the matter structure and the quantized spacetime background.

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Cite This Study

Dávid Nagy (2025) studied this question.

synapsesocial.com/papers/689a0c7be6551bb0af8d06b9https://doi.org/10.31219/osf.io/hw2je_v2
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