Abstract
While the reductionist approach, best expressed in Descartes’ Method, helped science to develop along the objectivity principle, the modern crisis in quantum mechanics and cosmology calls for a return to a traditional holistic viewpoint, where the large would explain the small. This could lead to replacing the concept of ‘emergence’ (where the whole exceeds the parts) by that of ‘immergence’ (foreseen in Mach’s conjecture). This implies a temporal invariance of the cosmological parameters defined by applying the Bekenstein-Hawking holographic principle. This latter is associated with a coherence principle according to which any well-defined system (such as a living organism) is associated with a specific frequency, analogous to the clock of a computer. Physical laws would then be related to a computing process. This coherence principle is shown to be central in atomic physics and defines Coherent Cosmology, which can be seen as a synthesis of standard cosmology and steady-state cosmology, completed by a ‘Grandcosmos’ extending the observable Universe radius by a factor 1061 and associated with the Cosmic Microwave Background (CMB). For the observable Universe, there is a specific frequency of 10104 Hz, introducing a quantization of space-time 1061 smaller than Planck’s scale. The Universe equivalent mass is expressed in terms of the main three microphysical masses: electron, proton, and hydrogen; all microphysical masses would be submultiples of it. The dimensionless ‘large numbers’ issued from Cosmology and Microphysics are shown to enter a Topological Axis with an emphasis for 26 dimensions, rehabilitating the Bosonic String Theory and pointing to massive gluons and superspeed signals. The Kotov non-Doppler coherent cosmic oscillation appears as an absolute clock, in holographic connection with the background. Generalized holographic conservation yields the critical condition while the trivial matter density 3/10 solves the dark energy problem. A systematic elimination of c helps to relate the physical parameters to Kotov’s well-measured cosmic period: 9600.61(2) s, and c-free standard dimensional analysis confirms the invariance of the Universe horizon, matter density, and background temperature. The later appears related to the triple-point temperatures of H2, O2, and H2O, and to mammals’ temperature through Sternheimer’s scale factor: j = 8π2/ln2, which itself is related to the electric constant: a ≈ 137.036. Analysis of the masses of DNA nucleotides and protein amino-acids shows a connection with Kotov’s period, suggesting that DNA could be a linear hologram. The Darwinian step-by-step macroevolution theory, by unrelated random mutations and natural and sexual selection, seems then irrelevant. We have also investigated the relations between physical canonical large numbers and economic and musical numbers, hinting that the human brain may act as a multi-basis computer, favoring the universality of Intelligent Life.
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
References
Bull P et al (2015) Beyond CDM: Problems, solutions, and the road ahead. arXiv:1512.05356
Steinhardt PJ (2011) The inflation debate. Sci Am 304:36
Olive KA et al—Particle Data Group (2014) Review of particle physics. Chin Phys C 38:090001 (p 111)
Planck collaboration. Planck 2015 results. XIII. Cosmological parameters. arXiv:1502.01589v2
Reiss A et al (2011) Determination of the Hubble constant with the Hubble space telescope and wide field camera. Astrophys J 730:119
Bondi H, Gold T (1948) The steady-state theory of the expanding Universe. Mon Not R Astron Soc 108:252
Hoyle F (1948) A new model for the expanding Universe. Mon Not R Astron Soc 108:372
Hoyle F, Burbidge G, Narlikar JV (2000) Ch. 8: The cosmic microwave background: a historical account. In: A different approach to cosmology. Cambridge University Press
Peebles PJE (2013) Discovery of the hot big bang: what happened in 1948. arXiv:1310.2146v2
Kragh H (1996) Cosmology and controversy: the historical development of two theories of the universe. Princeton University Press, 500 pp
Carr BJ, Rees MJ (1979) The anthropic principle and the structure of the physical world. Nature 278:605
Feinberg G (1967) Possibility of faster-than-light particles. Phys Rev 159:1089
’t Hooft G. Discreteness and determinism in superstrings. arXiv:1207.3612v2
Arp HC (1988) Quasars, redshifts and controversies. Cambridge University Press
Kotov VA, Lyuty VM (1990) The 160-min periodicity in the optical and X-ray observations of extragalactic objects. Comput Rend Acad Sci Paris 310, Ser. II:743; ibid. (2010) An absolute clock in the Cosmos? Bull Crimean Astrophys Obs 103:127
Sanchez FM, Kotov VA, Bizouard C (2011) Towards a synthesis of two cosmologies: the steady-state flickering Universe. J Cosmol 17:7225
Poincaré H (1912) Sur la théorie des quanta. J de Physique 2:37
Poincaré H (1913) Dernières Pensées. Conference at the University of London, pp 102–103 (Flammarion)
Sanchez FM (1995) Holic principle. In: ANPA proceedings, vol 16, Cambridge, p 324
Bousso R (2002) The holographic principle. Rev Mod Phys 74:834
Sanchez FM, Kotov VA, Bizouard C (2009) Evidence for a steady-state, holographic, tachyonic and super-symmetric cosmology. Galilean Electrodyn 20(3):43
Sanchez FM (2015) The end of reductionism: coherent quantum cosmology. Galilean Electrodynamics 26(4):63
Sanchez FM (2006) Towards a grand unified holic theory. In: Pecker J-C, Narlikar J (eds) Current issues in cosmology. Cambridge University Press, p 257. Sanchez FM (2013) Towards coherent cosmology. Galilean Electrodyn 24(4):63
Durham IT (2006) Sir Arthur Eddington and the foundations of modern physics. Doctoral dissertation, p 111. arXiv:quant-ph/0603146
Davies PCW (1982) The accidental universe. Cambridge University Press
Lloyd S (2007) Programming the universe. First Vintage Books
Wolfram S (2002) A new kind of science. Wolfram Media Inc.
’t Hooft G (1992) Quantum field theoretical behavior of a deterministic cellular automaton. Nucl Phys B 386:495
Ng Y (2001) From computation to black holes and space-time foam. arXiv:gr-qc/0006105v5
Nambu H (1952) An empirical mass spectrum of elementary particles. Prog Theo Phys 7:595
Casimir HBG (1948) On the attraction between two perfectly conducting plates. Proc Kon Nederl Akad Wetensch B 51:793
Lamoreaux SK (1998) Demonstration of the Casimir force in the.6 to 6-micron range. Phys Rev Lett 81:5475
Okun LB (2006) Photon history, mass, charge. Acta Phys Pol B 37:565
Gabor D (1948) A new microscopic principle. Nature 161:777
Maruani J (2012) The Dirac electron … and the kinetic foundation of rest mass. Prog Theor Chem Phys (Springer) B 26:23. Maruani J (2013) The Dirac electron as a massless charge spinning at light speed …, ibid. B 27:53
Marchal C (2009) Physics with photons of non-zero rest mass. Int Rev Phys 3:1
Hermann A (1971) The genesis of quantum theory. MIT Press, Cambridge, MA, p 92
Bastin T, Kilmister CW (1995) Combinatorial physics. World Scientific, Singapore
Todorov I (2015) Pythagorean trends in quantum field theory. Opening lecture at QSCP-XX. Varna, 2015, and private communication
Green MB, Schwarz JH, Witten E (1987) Superstring theory. Cambridge U.P.
Bott R (1970) The periodicity theorem for the classical groups and some of its applications. Adv Math 4:53
Polchinski J (1998) String theory. Cambridge U.P., p 23
Sternheimer J (1994) Ondes d’échelles II. Aperçu de théories non-linéaires et d’applications biologiques, Researchgate.net/publication/279202392
Schrödinger E (1944) What is life. Cambridge U.P.
Chauvin R (1997) Le Darwinisme ou la fin d’un mythe (Ed. du Rocher)
Griffin J et al (2006) Comparative analysis of follicle morphology and ovocyte diameter in four mammalian species (mouse, hamster, pig, human). J Exper Clin Assist Reprod 3:2
Clamp M et al (2007) Distinguishing protein-coding and non-coding genes in the human genome. Proc Natl Acad Sci USA 10:19428
Maruani J, Lefebvre R, Rantanen M (2003) Science and Music: from the music of the depths to the Music of the spheres. Prog Theor Chem Phys (Kluwer) B 12:479, and references therein
Jeans J (1968) Science and Music. Dover Pub., p 188
de Broglie Louis (1934) l’Electron Magnétique: Théorie de Dirac, ch. 9–22. Hermann, Paris
Maruani J (2016) The Dirac electron: From quantum chemistry to holistic cosmology. J Chin Chem Soc (Wiley) 63:33, and references therein
Acknowledgements
The author is deeply indebted to his wife Oya for her patience and scientific assistance. Denis Gayral is thanked for his help in informatics. The author is also grateful to Valery Kotov, Christian Bizouard, Jean-Claude Pecker, Cynthia Whitney, Christian Marchal, Grigori Tomski, Christiane Bonnelle, Dominique Weigel, and Ivan Todorov for stimulating discussions. The author is especially indebted to Pr Jean Maruani for his unyielding encouragements and constructive criticisms, and also for having him invited to the QSCP workshops at Taipei and Varna. The present work was presented at QSCP-XX in Varna in September 2015.
Author information
Authors and Affiliations
Corresponding author
Editor information
Editors and Affiliations
Rights and permissions
Copyright information
© 2017 Springer International Publishing AG
About this paper
Cite this paper
Sanchez, F.M. (2017). A Coherent Resonant Cosmology Approach and its Implications in Microphysics and Biophysics. In: Tadjer, A., Pavlov, R., Maruani, J., Brändas, E., Delgado-Barrio, G. (eds) Quantum Systems in Physics, Chemistry, and Biology. Progress in Theoretical Chemistry and Physics, vol 30. Springer, Cham. https://doi.org/10.1007/978-3-319-50255-7_23
Download citation
DOI: https://doi.org/10.1007/978-3-319-50255-7_23
Published:
Publisher Name: Springer, Cham
Print ISBN: 978-3-319-50254-0
Online ISBN: 978-3-319-50255-7
eBook Packages: Chemistry and Materials ScienceChemistry and Material Science (R0)