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February 2, 20260 citationsOpen Access

Duality of the Constant ϵ: Consistency between Vacuum Structure and Matter Dynamics (Extended Version)

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PMPascal Moulin MOULIN

Key Points

  • The aim is to establish a theoretical connection between the rigidity constant ϵ and its roles in vacuum geometry and matter dynamics.
  • Introduce the PR-TAU 5.2.1 protocol for analysis.
  • Use dual approach to explore structural torsion defects and mass coupling.
  • Analyze thermodynamic implications of rigidity entropy S TAU.
  • Establish that ϵ acts as a mediator of forces between leptonic and baryonic masses.
  • Reveal a state of crystalline quasi-order maintained by rigidity entropy S TAU.
  • Introduce the thermal tension tensor Θ ij for vacuum regulation by superluminal phase velocity v OTA.

Abstract

This paper outlines the theoretical framework of the PR-TAU 5.2.1 protocol, demonstrating that the rigidity constant ϵ ≈ 5.761 × 10-4 constitutes the key to unification between vacuum geometry and matter dynamics. Through a dual approach, we establish that ϵ is simultaneously the expression of the structural torsion defect of the Dynamic Relational Quanta (DRQ) lattice and the mediator of forces coupling leptonic and baryonic masses. The study extends this duality to thermodynamic consequences, revealing a rigidity entropy S TAU that maintains the universe in a state of crystalline quasi-order. Finally, we introduce the thermal tension tensor Θ ij , formalizing the thermal regulation of the vacuum by the superluminal phase velocity v OTA. This model offers a resolution to current metrological anomalies while paving the way for topological engineering of space-time.

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Cite This Study

Pascal Moulin MOULIN (2026) studied this question.

synapsesocial.com/papers/6980ff37c1c9540dea81206bhttps://doi.org/10.5281/zenodo.18442946
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