The Geometric Black Hole: The Role of ϵG in Extreme Wave Geometries
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| Natura: | Recurso digital |
| Lingua: | inglese |
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2025
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| _version_ | 1866901845791735808 |
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| author | Smoliński, Łukasz Yee, Jeff |
| author_facet | Smoliński, Łukasz Yee, Jeff |
| contents | <p>This work extends the Energy Wave Theory (EWT) framework to extreme gravitational environments, exploring the role of the gravitational correction term ϵG. While ϵM explains the electron’s spin and anomalous magnetic moment, ϵG defines the intrinsic geometric deficit of every wave center — the microscopic origin of gravity. By accumulating these local deficits, EWT describes macroscopic gravitational fields and defines the Geometric Black Hole (GBH) as a boundary condition where wave amplitude reaches the critical distance d₍crit₎ = r_ν (the radius of the fundamental neutral soliton, identified with the neutrino). At this distance, charge and magnetism vanish (ϵM → 0), leaving only the conserved Deficit Energy Geometry (ϵG). The GBH model eliminates the singularity of classical GR, replacing it with a finite state of maximal neutrino packing — a geometric limit consistent with neutrino emission observed in supernova core collapse. This formulation unifies electromagnetic and gravitational phenomena within a single geometric principle.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_17397981 |
| institution | Zenodo |
| language | eng |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | The Geometric Black Hole: The Role of ϵG in Extreme Wave Geometries Smoliński, Łukasz Yee, Jeff Fine-Structure Constant Geometric Deficit <p>This work extends the Energy Wave Theory (EWT) framework to extreme gravitational environments, exploring the role of the gravitational correction term ϵG. While ϵM explains the electron’s spin and anomalous magnetic moment, ϵG defines the intrinsic geometric deficit of every wave center — the microscopic origin of gravity. By accumulating these local deficits, EWT describes macroscopic gravitational fields and defines the Geometric Black Hole (GBH) as a boundary condition where wave amplitude reaches the critical distance d₍crit₎ = r_ν (the radius of the fundamental neutral soliton, identified with the neutrino). At this distance, charge and magnetism vanish (ϵM → 0), leaving only the conserved Deficit Energy Geometry (ϵG). The GBH model eliminates the singularity of classical GR, replacing it with a finite state of maximal neutrino packing — a geometric limit consistent with neutrino emission observed in supernova core collapse. This formulation unifies electromagnetic and gravitational phenomena within a single geometric principle.</p> |
| title | The Geometric Black Hole: The Role of ϵG in Extreme Wave Geometries |
| topic | Fine-Structure Constant Geometric Deficit |
| url | https://doi.org/10.5281/zenodo.17397981 |