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March 21, 2026Open Access

Topological Derivation of the Fine Structure Constant and its Limit at High Energy Scales

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RLROHR ADRIAN LEONARDO

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Overview

Demonstrates the fine structure constant at high energies in subatomic physics, suggesting new collider constraints.

Key Points

  • The research aims to derive the fine structure constant using a topological approach and examine its behavior at high energy scales.
  • Derivation of the inverse fine structure constant from stochastic coherence framework.
  • Utilization of Pontryagin duality to compactify momentum and position space.
  • Analysis of vacuum admittance through moduli space of U(1) connections and quantum corrections.
  • The inverse fine structure constant is calculated as approximately 137.036.
  • A topological lower limit of the constant is established at 127.167.
  • The framework predicts a constrained running curve that aligns with historical collider data.

Cite This Study

ROHR ADRIAN LEONARDO (2026) studied this question.

synapsesocial.com/papers/69be38ee6e48c4981c679a48https://doi.org/10.5281/zenodo.19078901
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