| _version_ | 1866901801014394880 |
|---|---|
| author | Bensalah, Thoria |
| author_facet | Bensalah, Thoria |
| contents | <p>This third article extends the theoretical framework developed in two previous works, where the concept of <em>gravitational memory</em> was introduced through a cosmological scalar field phi<span><span>(t)</span></span>. We now generalize this scalar field to a local, dynamic form phi<span><span>(x,t)</span></span>, which acts as a memory field encoding both large-scale cosmic evolution and the emergence of quantum properties.</p> <p>We propose that fundamental physical features—such as spin, mass, charge, and localization—can be interpreted as geometric or topological manifestations of this field. Stable configurations of phi<span><span>(x,t)</span></span> correspond to quantum particles, while planetary systems emerge as large-scale nodes in the global memory flow.</p> <p>The model offers a unified description linking gravitational structures, quantum phenomena, and information dynamics, all governed by the same scalar field. It suggests testable predictions in cosmology (e.g. CMB anisotropies, Hubble tension, dark matter alternatives) and particle physics (e.g. solitonic excitations, effective mass generation). The framework paves the way for a geometric unification of gauge symmetries and gravity through memory-based dynamics.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_16087552 |
| institution | Zenodo |
| language | fra |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Toward a unified theory - cosmic memory, scalar field and quantum origin of spin Bensalah, Thoria Gravitational memory Scalar field Physical cosmology Quantum physics Black holes Modified gravity Information Theory Dark energy Dark matter Entropy Cosmic acceleration <p>This third article extends the theoretical framework developed in two previous works, where the concept of <em>gravitational memory</em> was introduced through a cosmological scalar field phi<span><span>(t)</span></span>. We now generalize this scalar field to a local, dynamic form phi<span><span>(x,t)</span></span>, which acts as a memory field encoding both large-scale cosmic evolution and the emergence of quantum properties.</p> <p>We propose that fundamental physical features—such as spin, mass, charge, and localization—can be interpreted as geometric or topological manifestations of this field. Stable configurations of phi<span><span>(x,t)</span></span> correspond to quantum particles, while planetary systems emerge as large-scale nodes in the global memory flow.</p> <p>The model offers a unified description linking gravitational structures, quantum phenomena, and information dynamics, all governed by the same scalar field. It suggests testable predictions in cosmology (e.g. CMB anisotropies, Hubble tension, dark matter alternatives) and particle physics (e.g. solitonic excitations, effective mass generation). The framework paves the way for a geometric unification of gauge symmetries and gravity through memory-based dynamics.</p> |
| title | Toward a unified theory - cosmic memory, scalar field and quantum origin of spin |
| topic | Gravitational memory Scalar field Physical cosmology Quantum physics Black holes Modified gravity Information Theory Dark energy Dark matter Entropy Cosmic acceleration |
| url | https://doi.org/10.5281/zenodo.16087552 |