Theory of Dark Energy
Keywords:
bivariate survival functions, , dependence functions, biomedical applications, econometrics, bivariate Wiener and Pareto stochastic processes construction, dark energy., PLANCK time, age of the universeAbstract
In the International Journal of Physics and Astronomy [1] a formula for calculation of dark energy was developed [1]. It is:
Ed = (h/tp2) · tu (1.2)
In the Journal of Physics and Astronomy
„The Foundations of a Dark Energy Theory“ was mentioned for the first time in my article „Commentary about Calculation of Dark Energy and Dark Matter“ [2]
In the article which is presented here, the „Theory of Dark Energy“ is now completed and a physical-mathematical and theoretical derivation of the formula [1] is provided. This provides physical-mathematical and theoretical sopport for the formula [1] previously developed using a simple three-sentence operation.
References
F.M. Jöge (2019) Calculation of Dark Energy and Dark Matter. 7(1), 1-7.
F.M. Jöge (2023) Commentary about Calculation of Dark Energy and Dark Matter. 11(10), 346-347.
F.M. Jöge (2022) Equivalence of Energy and Time. 10(1), 1-2.
TH. Görnitz Quantum cosmology. https://viXra.org/pdf/1701.0544v1.pdf
F.M. Jöge (2023) Time is quantized. 11, 2.
F.M. Jöge (2023) The Universe - an Open System. 1, 1.
F.M. Jöge (2024) Dark Energy is not constant. 2(6), 01-02.
F.M. Jöge (2024) Equivalence of Information and Squared Energy. 7(4), 1.
F.M. Jöge (2024) Energy is Relative. 7(1).
F.M. Jöge (2024) Essay on Calculation of Dark Energy and Dark Matter. 7(4), 1-2.
F.M. Jöge Advances in Exporation of Dark Energy. 12(4), 460-462.
Downloads
Published
Issue
Section
License
Copyright (c) 2025 Authors and Global Journals Private Limited
This work is licensed under a Creative Commons Attribution 4.0 International License.
