SCALE-INVARIANT AND WAVE NATURE OF THE HUBBLE PARAMETER | Zendy

Z.Zh. Zhanabaev | Zendy

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SCALE-INVARIANT AND WAVE NATURE OF THE HUBBLE PARAMETER

Author(s) -

Z.Zh. Zhanabaev

Publication year - 2021

Publication title -

eurasian physical technical journal

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.194

H-Index - 2

eISSN - 2413-2179

pISSN - 1811-1165

DOI - 10.31489/2021no2/81-89

Subject(s) - scale invariance , hubble's law , physics , fractal , fractal dimension , attractor , hubble volume , fractal dimension on networks , phase portrait , galaxy , measure (data warehouse) , fractal derivative , invariant (physics) , mathematical analysis , statistical physics , nonlinear system , mathematics , fractal analysis , mathematical physics , astrophysics , quantum mechanics , bifurcation , redshift , database , computer science

The value of the global Hubble parameter corresponding to astrophysical observations was determined theoretically without using ʌСDM models. A nonlinear fractal model of the connection between the distance to the observed galaxy and its coordinate is proposed. Distance is defined as a fractal measure, the measurement scale of which, in contrast to the known fractal models, corresponds to the deviation of the desired measure itself from its fixed value (radius of zero gravity), relative to which the scale invariance is assumed. We used the dimension of our proposed specific anisotropic fractal, which simulates the increase in the distance to the observation point. It is shown that this dimension is also the maximum dimension of the strange attractor of the phase portrait of the equation of gravitational waves and sets of galaxies from different catalogs.

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