Inflativity: A Geometric Unified Field Theory
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| Natura: | Recurso digital |
| Lingua: | inglese |
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Zenodo
2025
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| _version_ | 1866902178601369600 |
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| author | Kevin, Jonathan Warne |
| author_facet | Kevin, Jonathan Warne |
| contents | <p>The unification of general relativity and quantum mechanics remains a central challenge of modern physics. Inflativity introduces a deterministic geometric unified field theory formulated within a four-dimensional Euclidean spatial manifold extended by a null direction. Time is defined as an emergent scalar proportional to accumulated displacement along the fourth spatial dimension. All relativistic and quantum phenomena follow from the conservation of total four-dimensional expansion, expressed as |U|² = C₄², where <strong>U</strong> is the four-dimensional expansion vector and <em>C₄</em> is a universal constant. From this invariant, the Lorentz transformation and a gravitational field equation equivalent to the Schwarzschild solution are derived without invoking spacetime curvature. The Born-rule probability relation emerges geometrically from the deterministic projection of a four-dimensional state into the observable three-dimensional domain. The resulting <em>Inflativity Field Equation</em> unifies relativistic dynamics, galactic rotation behaviour, and quantum measurement within a single predictive framework that yields distinct observational tests involving galaxy kinematics, photon arrival modulations, and finite black-hole interiors.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_17853749 |
| institution | Zenodo |
| language | eng |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Inflativity: A Geometric Unified Field Theory Kevin, Jonathan Warne Inflativity, Unified Field Theory, Quantum Gravity, Emergent Time, Four-Dimensional Expansion, Relativity, Quantum Mechanics <p>The unification of general relativity and quantum mechanics remains a central challenge of modern physics. Inflativity introduces a deterministic geometric unified field theory formulated within a four-dimensional Euclidean spatial manifold extended by a null direction. Time is defined as an emergent scalar proportional to accumulated displacement along the fourth spatial dimension. All relativistic and quantum phenomena follow from the conservation of total four-dimensional expansion, expressed as |U|² = C₄², where <strong>U</strong> is the four-dimensional expansion vector and <em>C₄</em> is a universal constant. From this invariant, the Lorentz transformation and a gravitational field equation equivalent to the Schwarzschild solution are derived without invoking spacetime curvature. The Born-rule probability relation emerges geometrically from the deterministic projection of a four-dimensional state into the observable three-dimensional domain. The resulting <em>Inflativity Field Equation</em> unifies relativistic dynamics, galactic rotation behaviour, and quantum measurement within a single predictive framework that yields distinct observational tests involving galaxy kinematics, photon arrival modulations, and finite black-hole interiors.</p> |
| title | Inflativity: A Geometric Unified Field Theory |
| topic | Inflativity, Unified Field Theory, Quantum Gravity, Emergent Time, Four-Dimensional Expansion, Relativity, Quantum Mechanics |
| url | https://doi.org/10.5281/zenodo.17853749 |