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Titlebook: Causality and Locality in Modern Physics; Proceedings of a Sym Geoffrey Hunter,Stanley Jeffers,Jean-Pierre Vigier Conference proceedings 19

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楼主: Optician
发表于 2025-3-28 14:53:45 | 显示全部楼层
Optimierung von Kernenergiekraftwerkenenerate case” of the Einstein-Mayer class of theories which maintains the local Lorentz invariance. From this point of view, the main task of cosmology is to discover Machian reference systems as solutions of the Einstein-Mayer equations and thus to prove them as determined by the matter of the universe.
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A Limit on the Longitudinal Graviton Massth the relation between the density of the vacuum energy and the energy of cosmic matter that has been proposed in order to solve the age old problem of cosmological models containing dark matter and critical total energy density (see, e.g., S Dodelson, E. I. Gates and M. S. Turner, ., Science . 69 (1996) [1]).
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Implications of Mach’s Principle: Dark Matter and Observable Gravitonsenerate case” of the Einstein-Mayer class of theories which maintains the local Lorentz invariance. From this point of view, the main task of cosmology is to discover Machian reference systems as solutions of the Einstein-Mayer equations and thus to prove them as determined by the matter of the universe.
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https://doi.org/10.1007/978-3-663-02800-0re formulated as a generalization of known experimental facts and relevant theoretical analysis. Besides that, the hierarchic asymptotic numerical-analytical method is described. The main idea here consist of the use of the corresponding scale hierarchic parameters as the relevant expansion parameters.
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Hierarchic Theory of Oscillations and Waves and Its Application to Nonlinear Problems of Relativistire formulated as a generalization of known experimental facts and relevant theoretical analysis. Besides that, the hierarchic asymptotic numerical-analytical method is described. The main idea here consist of the use of the corresponding scale hierarchic parameters as the relevant expansion parameters.
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The Vigier Pinchsponds to the photon’s Vigier mass approaching zero, i.e., .. → 0, whereas for all .. < ∞, .. < .. The spread of the photon’s wavepacket corresponds to the space-like extension of the photon. Where the extension of the photon is of the order of the photon’s de Broglie wavelength, its corresponding Vigier mass is of the order of 10..
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