An Analysis of Deriving Maxwell's Equations from the Emergent Bulk Cosmology Master Equation : Mathematical Rigor and Physical Implications
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| Format: | Recurso digital |
| Language: | English |
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2025
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| _version_ | 1866902076527738880 |
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| author | Takahashi(高橋), Tamiyuki (民幸) |
| author_facet | Takahashi(高橋), Tamiyuki (民幸) |
| contents | <p>This paper provides a detailed analysis of the process of deriving Maxwell's Equations from the master equation of Emergent Bulk Cosmology (BNC). We explore this derivation from both a mathematical rigor and a physical interpretation standpoint. The core of this research is a three-stage process: linearization of the BNC master equation, application of the Coulomb gauge condition, and identification of the source term with conventional current density.</p> <p>Our analysis demonstrates that the familiar Maxwell's Equations emerge naturally as a limiting case of this more fundamental cosmological framework. This suggests a potential path toward a unified description of electromagnetic phenomena and the emergent nature of spacetime itself. Furthermore, we discuss the physical implications of this derivation, including the reproduction of electromagnetic wave propagation in a vacuum and the potential for new physics in more complex, non-linear scenarios.</p> <p>This work was produced through a collaboration between a human researcher and advanced generative AI tools. The human provided the core scientific intuition and insight, while the AI was instrumental in developing the rigorous mathematical framework and structuring the logical arguments. This collaborative effort highlights a new methodology for theoretical physics and the potential of AI to augment human creativity and scientific inquiry.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_16629597 |
| institution | Zenodo |
| language | eng |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | An Analysis of Deriving Maxwell's Equations from the Emergent Bulk Cosmology Master Equation : Mathematical Rigor and Physical Implications Takahashi(高橋), Tamiyuki (民幸) Maxwell's Equations Theoretical Physics Quantum Gravity Unified Field Theory Mathematical Physics Nonlinear Dynamics Emergent Bulk Cosmology <p>This paper provides a detailed analysis of the process of deriving Maxwell's Equations from the master equation of Emergent Bulk Cosmology (BNC). We explore this derivation from both a mathematical rigor and a physical interpretation standpoint. The core of this research is a three-stage process: linearization of the BNC master equation, application of the Coulomb gauge condition, and identification of the source term with conventional current density.</p> <p>Our analysis demonstrates that the familiar Maxwell's Equations emerge naturally as a limiting case of this more fundamental cosmological framework. This suggests a potential path toward a unified description of electromagnetic phenomena and the emergent nature of spacetime itself. Furthermore, we discuss the physical implications of this derivation, including the reproduction of electromagnetic wave propagation in a vacuum and the potential for new physics in more complex, non-linear scenarios.</p> <p>This work was produced through a collaboration between a human researcher and advanced generative AI tools. The human provided the core scientific intuition and insight, while the AI was instrumental in developing the rigorous mathematical framework and structuring the logical arguments. This collaborative effort highlights a new methodology for theoretical physics and the potential of AI to augment human creativity and scientific inquiry.</p> |
| title | An Analysis of Deriving Maxwell's Equations from the Emergent Bulk Cosmology Master Equation : Mathematical Rigor and Physical Implications |
| topic | Maxwell's Equations Theoretical Physics Quantum Gravity Unified Field Theory Mathematical Physics Nonlinear Dynamics Emergent Bulk Cosmology |
| url | https://doi.org/10.5281/zenodo.16629597 |