On a Possible Logarithmic Connection between Einstein’s Constant and the Fine-Structure Constant, in Relation to a Zero-energy Hypothesis

Main Article Content

Andrei-Lucian Drăgoi


This paper brings into attention a possible logarithmic connection between Einstein’s constant and the fine-structure constant, based on a hypothetical electro-gravitational resistivity of vacuum: we also propose a zero-energy hypothesis (ZEH) which is essentially a conservation principle applied on zero-energy that mainly states a general quadratic equation having a pair of conjugate mass solutions for each set of coefficients, thus predicting a new type of mass “symmetry” called here “mass conjugation” between elementary particles (EPs) which predicts the zero/non-zero rest masses of all known/unknown EPs to be conjugated in boson-fermion pairs; ZEH proposes a general formula for all the rest masses of all EPs from Standard model, also indicating a possible bijective connection between the three types of neutrinos and the massless bosons (photon, gluon and the hypothetical graviton), between the electron/positron and the W boson and predicting two distinct types of neutral massless fermions (modelled as conjugates of the Higgs boson and Z boson respectively) which are plausible candidates for dark energy and dark matter. ZEH also offers a new interpretation of Planck length as the approximate length threshold above which the rest masses of all known elementary particles have real number values (with mass units) instead of complex/imaginary number values (as predicted by the unique quadratic equation proposed by ZEH).

Einstein’s constant, fine-structure constant, electro-gravitational resistivity of vacuum (EGRV), zero-energy hypothesis (ZEH), conservation principle applied on zero-energy, elementary particles (EPs), mass conjugation, neutral massless fermions, dark energy, dark matter, a new interpretation of Planck length

Article Details

How to Cite
Drăgoi, A.-L. (2020). On a Possible Logarithmic Connection between Einstein’s Constant and the Fine-Structure Constant, in Relation to a Zero-energy Hypothesis. Physical Science International Journal, 24(5), 22-40. https://doi.org/10.9734/psij/2020/v24i530191
Short Research Article


Andrei-Lucian Drăgoi. On a plausible triple electro-gravito-informational significance of the Fine Structure Constant. Physical Science International Journal (PSIJ). 2017; 15(3).
[ISSN: 2348-0130] DOI: 10.9734/PSIJ/2017/34613
URL0 (original source); URL1 (Research Gate source)

Andrei-Lucian Drăgoi. Toy-model: A simple “digital” vacuum composed of space voxels with quantized energetic states. Physical Science International Journal. 2018;18(1). [ISSN: 2348-0130]
DOI: 10.9734/PSIJ/2018/41391
URL0 (original source)
URL1 (Research Gate source)

Teller E. On the change of physical constants. Physical Review. 1948;73(7): 801.

See also Barrow JD. Which also cites Teller’s paper. The lore of large numbers: some historical background to the anthropic principle. Q. Jl. R. Astr. Soc. 22 (1981) 388-420. This extract can also be found. 1981;397.

Sirag SP. Physical constants as cosmological constraints (Received on November 22, 1980). International Journal of Theoretical Physics. 1983;22(12):1067–1089.
DOI: 10.1007/BF02080315
Bibcode: 1983IJTP...22.1067S.
Available:https://link.springer.com/article/10.1007/BF02080315 Available:https://ui.adsabs.harvard.edu/abs/1983IJTP...22.1067S/abstract

Bouchendira Rym, Cladé Pierre, Guellati-Khélifa Saïda, Nez François, Biraben François. New determination of the fine-structure constant and test of the quantum electrodynamics (PDF). Physical Review Letters (Submitted manuscript). 2011; 106(8):080801. [arXiv:1012.3627] [Bibcode: 2011PhRvL.106h0801B]
DOI: 10.1103/PhysRevLett.106.080801 [PMID 21405559]

Aitchison IJR, Hey AJG. Gauge theories in particle physics: A practical introduction, Fourth Edition - 2 Volumes set 4th Edition” (book). 2nd volume. Chapter 15.2.3 (The renormalization group equation and large−q2 behavior in QED). 2009;123(equation 15.45, from pdf page no. 136); 2003.

Estakhr, Ahmad Reza. Planck force is tension of spacetime (General Relativity & Estakhr's expression of Einstein Field Equation)". 2016 Annual Meeting of the Far West Section of the American Physical Society (APS). Abstract ID: BAPS.2016. FWS.G1.31, Abstract: G1.00031, Friday–Saturday, October 28–29, 2016; Davis, California, Session G1: Poster Session 4:00 PM, Friday, October 28, 2016, Conference Center Room: Lobby. 2016; 61(17).
[Retrieved on 20.10.2019]

http://meetings.aps.org/link/BAPS.2016.FWS.G1.31 which redirects to Available:http://meetings.aps.org/Meeting/FWS16/Event/286265

Edward P. Tryon. Is the Universe a Vacuum Fluctuation? Nature. 1973;246: 396–397.

Alan H. Guth. The inflationary universe. The quest for a new theory of cosmic origins. With a Foreword by Alan Lightman. (1st Edition)” (Hardcover, 384 Pages, Published 1997 by Jonathan Cape Ltd). ISBN 0-224-04448-6. Appendix A; 1997.

Battye Richard A, Moss, Adam. Evidence for massive neutrinos from cosmic microwave background and lensing observations. Physical Review Letters. 2014;112(5):051303.
[arXiv:1308.5870] [Bibcode:2014PhRvL.112e1303B]
DOI: 10.1103/PhysRevLett.112.051303
[PMID 24580586]

Assamagan K, Ch. Brönnimann, Daum M, Forrer H, Frosch R, Gheno P, Horisberger R, Janousch M, Kettle PR, Th. Spirig, Wigger C. Upper limit of the muon-neutrino mass and charged-pion mass from momentum analysis of a surface muon beam”. Phys. Rev. D. 1996;53: 6065.
[Published 1 June 1996]
DOI: 10.1103/PhysRevD.53.6065

Barate R, Buskulic D, Decamp D, et al. An upper limit on the tau-neutrino mass from three-prong and five-prong tau decays. Europ Phys J C. 1998;2:395- 406.
DOI: 10.1007/s100520050149.

Patrignani C, et al. (Particle Data Group), Chin. Phys. C, 40, 100001. See: Introduction to the neutrino properties listings, revised in August 2013 by P. Vogel (Caltech) and A. Piepke (University of Alabama); 2016.