Alternative Cosmology: ΛCDM-Like Predictions Today: Cosmology

Stéphane Wojnow

doi:10.55672/hij2023pp24-30

Authors

Stéphane Wojnow University of Limoges 7 Avenue Georges Dumas, 87 000 LIMOGES, Independent Researcher, Limoges, France

DOI:

https://doi.org/10.55672/hij2023pp24-30

Keywords:

Cosmology, double universe theory, dark energy, Hubble constant, , Planck, quantum mechanics

Abstract

The theory of quantum mechanics and the theory of general relativity are both important with respect to the initial conditions of the universe and its evolution. In this paper, we consider the question of how these theories might interrelate through a simple and didactic cosmological alternative model based on the Hubble time, Planck mass flow rate, and a variable coefficient α_H. In doing so, we derive the parameters obtained by the Planck 2018 results using the Planck mass flow rate and Hubble time. By introducing a double universe theory (matter and antimatter universes arising from an initial instanton (i.e., half Planck mass) state, we sketch out a general framework for unifying, in the cosmology, general relativity with quantum field theory.‎‎

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Author Biography

Stéphane Wojnow , University of Limoges 7 Avenue Georges Dumas, 87 000 LIMOGES, Independent Researcher, Limoges, France

References

J. S. Bullock, M. J. A. R. o. A. Boylan-Kolchin, and Astrophysics, "Small-scale challenges to the Λ CDM paradigm," vol. 55, pp. 343-387, 2017.

C. Pittordis, "Model-Independent Probes of Cosmology & Gravitation," Queen Mary University of London, 2019.

J. Hamann, S. Hannestad, J. Lesgourgues, C. Rampf, Y. Y. J. J. o. C. Wong, and A. Physics, "Cosmological parameters from large scale structure-geometric versus shape information," vol. 2010, no. 07, p. 022, 2010.

S. Kumar, R. C. Nunes, and S. K. J. M. N. o. t. R. A. S. Yadav, "Testing the warmness of dark matter," vol. 490, no. 1, pp. 1406-1414, 2019.

G. J. S. i. t. h. o. g. r. Gorelik, "The first steps of quantum gravity and the Planck values," vol. 3, pp. 364-79, 1992.

D. S. Blanco, L. J. C. Lombriser, and Q. Gravity, "Exploring the self-tuning of the cosmological constant from Planck mass variation," vol. 38, no. 23, p. 235003

N. Aghanim et al., "Planck 2018 results-VI. Cosmological parameters," vol. 641, p. A6, 2020.

P. Collaboration et al., "Planck 2018 results. VI. Cosmological parameters," 2020.

E. T. J. J. o. M. P. Tatum, "How the Dirac Sea Idea May Apply to a Spatially-Flat Universe Model (A Brief Review)," vol. 10, no. 08, p. 974, 2019.

J. D. Barrow and G. W. J. M. N. o. t. R. A. S. Gibbons, "Maximum tension: with and without a cosmological constant," vol. 446, ed, 2015, pp. 3874-3877.

E. T. Tatum, U. Seshavatharam, S. J. I. j. o. A. Lakshminarayana, and Astrophysics, "The basics of flat space cosmology," vol. 5, no. 02, p. 116, 2015.

E. Mamajek et al., "IAU 2015 Resolution B2 on Recommended Zero Points for the Absolute and Apparent Bolometric Magnitude Scales," 2015.

L. J. P. L. B. Lombriser, "On the cosmological constant problem," vol. 797, p. 134804, 2019.

E. Haug and S. Wojnow, "How to predict the temperature of the CMB directly using the Hubble parameter and the Planck scale using the Stefan-Boltzman law," 2023.

D. J. T. A. J. Fixsen, "The temperature of the cosmic microwave background," vol. 707, no. 2, p. 916, 2009.

E. Tatum, E. G. Haug, and S. Wojonow, "High precision Hubble constant determinations based upon a new theoretical relationship between CMB temperature and H0," 2023.

B. V. Bento and S. J. a. p. a. Zalel, "If time had no beginning," 2021.

E. T. Tatum and U. J. J. o. M. P. Seshavatharam, "Flat space cosmology as a model of light speed cosmic expansion—Implications for the vacuum energy density," vol. 9, no. 10, pp. 2008-2020, 2018.