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June 21, 2026Open Access

Vacuum Constants and Informational Impedance in Modular Substrate Theory, Algebraic Derivation, Physical Justification, and Ontological Implications

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Authors

JSJosé Ignacio Peinador Sala

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Overview

Rigorous derivation of vacuum constants in quantum physics, highlighting their theoretical significance and implications.

Key Points

  • This work derives dimensionless constants associated with the quantum vacuum, exploring their theoretical foundations and implications.
  • Algebraic derivation of vacuum informational impedance and information-expansion coupling.
  • Integration of topological gauge symmetry, quantum gravity in loop formalism, and horizon thermodynamics.
  • Analytical proof of transcendental nature using the Gelfond–Schneider theorem.
  • Two dimensionless constants are derived analytically without empirical fitting: approximately 0.105155 and 0.157732.
  • Constants demonstrate a strict relationship tied to topological and thermodynamic principles.
  • Foundational inputs facilitate parameter-free calculation of the electromagnetic coupling constant, aligning with CODATA values.

Cite This Study

José Ignacio Peinador Sala (2026) studied this question.

synapsesocial.com/papers/6a37815a24f042ddf4c5b2d3https://doi.org/10.5281/zenodo.20760981
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