A simple mathematical solution to the cosmological constant problem.: Cosmology

Stéphane Wojnow

doi:10.55672/hij2022pp57-59

Authors

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

DOI:

https://doi.org/10.55672/hij2022pp57-59

Keywords:

Cosmological constant problem, Vacuum catastrophe, Cosmological constant, Zero point energy, Hildebrand solubility parameter

Abstract

Assuming an energy density of the cosmological constant in Quantum Field Theory, we propose a simple mathematical solution to the cosmological constant problem, i.e. the disagreement of the order of a factor 10¹²² between the theoretical and the measured value of the vacuum energy density. We try to give a non-exclusive route for our solution to make physical sense.

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Author Biography

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

Stéphane Wojnow

‎‎Independent Researcher, 7 avenue Georges Dumas, 87 000 Limoges, France

References

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‎[2]‎ M. P. Hobson, G. P. Efstathiou, and A. N. Lasenby, ‎General relativity: an introduction for physicists. ‎Cambridge University Press, 2006.‎

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

‎[4]‎ J. J. S. P. T. Burke, Application, T. Book, and D. Paper ‎Group of the American Institute for Conservation: ‎Washington, USA, "Part 2. Hildebrand Solubility ‎Parameter," 1984.‎