A set of 7823 Type 1a with 11672 pairs of redshift values and a visible stellar magnitude from the catalogue [1] proved the hypothesis of vibrational perturbation of the Universe, as well as the existence of the limit of expansion of the Universe to the maximum of the redshift 2.840 at the optimum of the visible stellar magnitude 33.0. The expansion of the Universe has a stronger effect on the supernova parameters than these objects themselves have on the expansion of the Universe. The Weibull law is the adequacy with correlation coefficient of 0.9345. Asymmetric wavelet gives proof of the wave hypothesis of the Universe. We need to look for supernovae with small values of visible stellar magnitude, but with large values of redshift. Within 0 ≤z ≤ 3.83, a positive value of the oscillation period will be observed, that is, the wave perturbation with increasing amplitude occurs in our Universe. And under the condition of z > 3.83 , the oscillation will move to a negative region, that is, the perturbation of the redshift begins to occur outside our Universe. At the same time, the complete sample receives a higher adequacy of 0.9348 compared to truncated sets.