Dynamic rearrangement of vacuum and the phase transitions in the geometric structure of space-time (Q2893472)
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scientific article; zbMATH DE number 6048355
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Dynamic rearrangement of vacuum and the phase transitions in the geometric structure of space-time |
scientific article; zbMATH DE number 6048355 |
Statements
20 June 2012
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Lorentz and gauge symmetry
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spontaneous symmetry breaking
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Finslerian space-time
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entirely anisotropic space-time
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flat Finslerian event space
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0.86223954
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0.8612054
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0.85399216
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0.84780663
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0.8470758
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0.8450742
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Dynamic rearrangement of vacuum and the phase transitions in the geometric structure of space-time (English)
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In 1998, the author and H. F. Goenner found the general expression of the entirely anisotropic Finslerian metrics, which depend on three dimensionless parameters. The respective space-times have entirely broken 3D isotropy.NEWLINENEWLINEIn this paper, the author continues the study of these spaces. The three parameters are given some specific particular values and the properties of the resulting space-times are pointed out. The equation of the mass shell in the entirely anisotropic momentum space is determined; this equation is invariant under the action of the 4-momenta transformations group.
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