Space–Field–Gravity (PPG). V: Chiral Connectivity Modes and Topological Interpretations of Spin A Conjectural Extension beyond the Scalar Sector
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2026
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| _version_ | 1866901928493973504 |
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| author | Husiev, Igor |
| author_facet | Husiev, Igor |
| contents | <p>Abstract<br>Papers I–IV of the Space–Field–Gravity (PPG) program developed a phenomenological<br>scalar connectivity sector associated with effective cosmological evolution, metastable<br>connectivity structures, and cyclic large-scale dynamics. The present work introduces a<br>conjectural extension beyond the scalar sector through antisymmetric and chiral modes of<br>the connectivity tensor.<br>The connectivity tensor is decomposed into symmetric and antisymmetric sectors,<br>Cμν = C(μν) + C[μν],<br>where the antisymmetric component<br>Aμν ≡ C[μν]<br>is interpreted phenomenologically as a carrier of chiral connectivity modes.<br>A minimal effective action for the antisymmetric sector is proposed together with a phenomenological<br>chirality density, chiral index, and topological winding candidates for localized<br>metastable vortex-like configurations. These structures may provide a phenomenological basis<br>for spin-like two-state behavior associated with inequivalent chiral sectors.<br>The framework does not derive SU(2) symmetry, spinor algebra, fermionic statistics,<br>or the Dirac equation. The present work should therefore be interpreted strictly as an<br>exploratory topological extension of the PPG framework rather than a complete theory of<br>fermions.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_20191466 |
| institution | Zenodo |
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| publishDate | 2026 |
| publisher | Zenodo |
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| spellingShingle | Space–Field–Gravity (PPG). V: Chiral Connectivity Modes and Topological Interpretations of Spin A Conjectural Extension beyond the Scalar Sector Husiev, Igor Physics Quantum Mechanics Cosmology Guse-Gusev Principle Quantum Physics Science <p>Abstract<br>Papers I–IV of the Space–Field–Gravity (PPG) program developed a phenomenological<br>scalar connectivity sector associated with effective cosmological evolution, metastable<br>connectivity structures, and cyclic large-scale dynamics. The present work introduces a<br>conjectural extension beyond the scalar sector through antisymmetric and chiral modes of<br>the connectivity tensor.<br>The connectivity tensor is decomposed into symmetric and antisymmetric sectors,<br>Cμν = C(μν) + C[μν],<br>where the antisymmetric component<br>Aμν ≡ C[μν]<br>is interpreted phenomenologically as a carrier of chiral connectivity modes.<br>A minimal effective action for the antisymmetric sector is proposed together with a phenomenological<br>chirality density, chiral index, and topological winding candidates for localized<br>metastable vortex-like configurations. These structures may provide a phenomenological basis<br>for spin-like two-state behavior associated with inequivalent chiral sectors.<br>The framework does not derive SU(2) symmetry, spinor algebra, fermionic statistics,<br>or the Dirac equation. The present work should therefore be interpreted strictly as an<br>exploratory topological extension of the PPG framework rather than a complete theory of<br>fermions.</p> |
| title | Space–Field–Gravity (PPG). V: Chiral Connectivity Modes and Topological Interpretations of Spin A Conjectural Extension beyond the Scalar Sector |
| topic | Physics Quantum Mechanics Cosmology Guse-Gusev Principle Quantum Physics Science |
| url | https://doi.org/10.5281/zenodo.20191466 |