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May 25, 20260 citationsOpen Access

Universal Hierarchy of Vortices in the Primordial Energy Waves (PEW) Framework — From Quarks to the Cosmos: One Single Mechanism

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MAMichel ALdon

Key Points

  • This paper aims to formalize the PEW VortexClosure Theorem, describing vortex hierarchies from quarks to galaxies.
  • Qualitative derivation of nuclear magic numbers from SU(2) geometry of the Hopf torus.
  • Analysis of the GW231123 event from the GWTC-4.0 catalogue.
  • Formulation of falsifiable predictions concerning black hole spins and chirp mass clustering.
  • Closure Theorem yields nuclear magic numbers: 2, 8, 20, 28, 50, 82, 126 without free parameters.
  • Identified the black hole as the transition point of the scalar field characterized by specific geometric parameters.
  • Predictions include BBH remnant spins around 0.618 and correlations with GW231123 in the PEW harmonic table.

Abstract

This paper (Article 13 of the PEW series) formalises the PEW VortexClosure Theorem, governing hierarchical condensation of the complexscalar field Ψ = ÷exp (iθ) from the quark scale to galaxy clusters. Main results: • Closure Theorem (N ∈ Z₂㵯): qualitative derivation of nuclear magic numbers 2, 8, 20, 28, 50, 82, 126 from the SU (2) geometry of the Hopf torus — φ⁷ ≈ 28 (3. 7%) and φ¹⁰ ≈ 126 (2. 4%) without any free parameter. • Topological Relaxation Principle: unification of all radiation forms (γ photons, UV, optical, GW) as manifestations of the same hierarchical transition mechanism. • Black Hole identified as the ontological θ → pure à frontier, characterised by R/r → ∞, θ → 0 at horizon, holographic encoding on S². • PEW cosmic cycle: cosmic expansion = à front propagation; ultimate contraction = return to Mother Wave initial condition. GW231123 (GWTC-4. 0, total mass 190–265 M☉) and the full GWTC-4. 0catalogue are analysed. Three prioritised falsifiable predictions: (PO-BH-2) BBH remnant spins → 1/φ ≈ 0. 618; (PO-GW-1) chirp mass clustering on φⁿ harmonics (KS test) ; (PO-GW-2) GW231123 correspondence with a φⁿ level of the PEW harmonic table. Bilingual FR/EN document. LaTeX sources available on request. Part of the PEW Articles series deposited on Zenodo by Michel Aldon (ORCID: 0009-0000-7215-7355) since January 2026.

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Cite This Study

Michel ALdon (2026) studied this question.

synapsesocial.com/papers/6a13e7e80e02ee3982d329d6https://doi.org/10.5281/zenodo.20356896
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