Nonlinear Relativity and the Quantum Ether: Difference between revisions
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This paper presents an heuristic procedure by which the Lorentz transformations follow from the interactions characterized by the quantum mechanical commutation rules. A nonlinear generalization of the Lorentz transformations is derived which departs from special relativity at very high energies and establishes the observable existence of a substratum (ether). This departure from the Lorentz' invariance yields a finite zero-point vacuum energy. In a limiting case, special relativity is recovered, but the zero-point energy diverges. The theory satisfies the principle that the space-time structure should be determined from interactions instead of being postulated <em>a priori</em>.[[Category:Scientific Paper]] | This paper presents an heuristic procedure by which the Lorentz transformations follow from the interactions characterized by the quantum mechanical commutation rules. A nonlinear generalization of the Lorentz transformations is derived which departs from special relativity at very high energies and establishes the observable existence of a substratum (ether). This departure from the Lorentz' invariance yields a finite zero-point vacuum energy. In a limiting case, special relativity is recovered, but the zero-point energy diverges. The theory satisfies the principle that the space-time structure should be determined from interactions instead of being postulated <em>a priori</em>. | ||
[[Category:Scientific Paper|nonlinear relativity quantum ether]] | |||
[[Category:Relativity]] | [[Category:Relativity]] | ||
Revision as of 12:46, 1 January 2017
| Scientific Paper | |
|---|---|
| Title | Nonlinear Relativity and the Quantum Ether |
| Author(s) | Friedwardt Winterberg |
| Keywords | Nonlinear Relativit, Quantum Ether |
| Published | 1985 |
| Journal | International Journal of Fusion Energy |
| Volume | 3 |
| Number | 2 |
| Pages | 7-21 |
Abstract
This paper presents an heuristic procedure by which the Lorentz transformations follow from the interactions characterized by the quantum mechanical commutation rules. A nonlinear generalization of the Lorentz transformations is derived which departs from special relativity at very high energies and establishes the observable existence of a substratum (ether). This departure from the Lorentz' invariance yields a finite zero-point vacuum energy. In a limiting case, special relativity is recovered, but the zero-point energy diverges. The theory satisfies the principle that the space-time structure should be determined from interactions instead of being postulated a priori.