**Authors:** Kyriakos Kefalas

The selfvariating universe (SVU) is the cosmological model of the Theory of Selfvariations (TSV) proposed by Manousos in (Manousos 2007) and (Manousos 2013 b). The Theory of Selfvariations (TSV) relies on the selfvariation principle and on the zero arc length propagation principle (Manousos 2013 b, 2013 d). The selfvariation principle predicts a slight increase of the rest mass of material particles and of the absolute electric charge of particles of matter. The selfvariating universe (SVU) is a static and flat universe, where cosmological redshift is explained without the need of the expansion. It predicts an exponential law for the cosmological redshift / distance relation (Manousos 2013 b, 2014 a) and a variation of the fine structure constant (Manousos 2013 c, §9), which has been measured by Webb (2011). In this paper we investigate the consequences of a larger set for the SV parameters than the one used by Manousos in (Manousos 2014 a, §1, 3). The investigation leads to a narrow set of possible values. However to accurately fix all SV parameters, a precise determination of the distance of astronomical objects, independent of any cosmological model and a more accurate measurement of the variation of the fine structure constant is needed. The discovery of the variation of α, is a strong support for the TSV, as no other mainstream theory can explain it. We have found that in one case, the SV universe (which begun with almost zero rest masses) is heading to a reversal procedure where the SV rest mass unit will become infinite. After that, it enters a reversed phase where SV rest mass unit acquires negative values. The reversal time TR, lies in the future and can be no less than 13 Bill years from now. We also predict an anisotropy of cosmological redshift, for objects of the same distance and peculiar velocity.

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[v1] 2015-12-10 14:30:54

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