Comptes Rendus
Testing quantum gravity with cosmology / Tester les théories de la gravitation quantique à l'aide de la cosmologie
Do we really understand the cosmos?
[Comprenons-nous vraiment le cosmos ?]
Comptes Rendus. Physique, Volume 18 (2017) no. 3-4, pp. 275-291.

Notre connaissance de l'univers s'est drastiquement accrue au cours de ces trois dernières décennies – grâce au progrès accomplis en matière d'observation – mais notre compréhension de celui-ci ne s'est que très peu améliorée. Il est plusieurs questions fondamentales touchant notre univers pour lesquelles nous n'avons pas de réponses avec l'approche actuelle de la cosmologie, au demeurant couronnée d'un grand succès d'un point de vue opérationnel. Pire encore, nous ne savons même pas comment appréhender certains problèmes dans le cadre de l'approche conventionnelle de la cosmologie. Ceci suggère que des ingrédients théoriques importants d'une description complète du cosmos nous font encore défaut. J'affirmerai ici que ces questions – dont la littérature n'a pas encore pleinement pris la mesure ou suffisamment insisté dessus – exigent un changement de paradigme : nous ne devrions pas penser à l'univers comme étant décrit par une solution spécifique aux équations du champ gravitationnel, mais plutôt comme devant être considéré comme un système physique spécifique gouverné par une description mathématique différente, prenant ses racines dans une description quantique de l'espace-temps. Je soulignerai comment ceci peut être fait.

Our knowledge about the universe has increased tremendously in the last three decades or so — thanks to the progress in observations — but our understanding has improved very little. There are several fundamental questions about our universe for which we have no answers within the current, operationally very successful, approach to cosmology. Worse still, we do not even know how to address some of these issues within the conventional approach to cosmology. This fact suggests that we are missing some important theoretical ingredients in the overall description of the cosmos. I will argue that these issues — some of which are not fully appreciated or emphasized in the literature — demand a paradigm shift: We should not think of the universe as described by a specific solution to the gravitational field equations; instead, it should be treated as a special physical system governed by a different mathematical description, rooted in the quantum description of spacetime. I will outline how this can possibly be done.

Publié le :
DOI : 10.1016/j.crhy.2017.02.001
Mots clés : Dynamics of universe, Emergent gravity, Quantum gravity, Spacetime information, Cosmological constant
Thanu Padmanabhan 1

1 IUCAA, Pune University Campus, Ganeshkhind, Pune 411007, India
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Thanu Padmanabhan. Do we really understand the cosmos?. Comptes Rendus. Physique, Volume 18 (2017) no. 3-4, pp. 275-291. doi : 10.1016/j.crhy.2017.02.001. https://comptes-rendus.academie-sciences.fr/physique/articles/10.1016/j.crhy.2017.02.001/

[1] T. Padmanabhan Cosmological Constants – Part 1, 2014 https://www.youtube.com/watch?v=Pcd911qSTBk (Lecture in the mini-series Cosmology and the Constants of Nature from the Philosophy of Cosmology project; a University of Oxford and Cambridge Collaboration Available at)

[2] T. Padmanabhan; H. Padmanabhan Int. J. Mod. Phys. D, 23 (2014), p. 1430011 | arXiv

[3] T. Padmanabhan Gen. Rel. Gravit., 42 (2010), pp. 2743-2750 | arXiv

[4] See, e.g., T. Padmanabhan, Gravitation: foundations and frontiers, in: CUP, 2010, Eqn. (7.52) in p. 304.

[5] A. Mazumdar The origin of dark matter, matter–anti-matter asymmetry, and inflation | arXiv

[6] J.A. Peacock, Cambridge University Press, 1999 (One source which mentions “expansion problem” explicitly is Cosmological Physics 324 p)

[7] B.S. DeWitt Has one of the earliest explorations in this direction, Phys. Rev., Volume 160 (1967), p. 1113

[8] K. Lochan; K. Parattu; T. Padmanabhan Gen. Rel. Gravit., 47 (2015), p. 1841 | arXiv

[9] G. Mahajan; T. Padmanabhan Gen. Rel. Gravit., 40 (2008), pp. 661-708 | arXiv

[10] S. Singh; S. Kumar Modak; T. Padmanabhan Phys. Rev. D, 88 (2013), p. 125020 | arXiv

[11] T. Padmanabhan Phys. Rev. D, 66 (2002) | arXiv

[12] T. Banks; W. Fischler (These expressions were studied in the past, in the context of holographic bounds. See, e.g. and references therein) | arXiv

[13] R. Landauer Information is physical, Proc. Workshop on Physics and Computation PhysComp '92, IEEE Comp. Sci. Press, Los Alamitos, 1993, pp. 1-4

[14] T. Padmanabhan; S. Chakraborty; D. Kothawala; S. Carlip; R. Mosna; J. Pitelli; G. Calcagni; J. Ambjorn; J. Jurkiewicz; R. Loll; L. Modesto; P. Nicolini; G. Calcagni; D. Oriti; J. Thurigen; V. Husain; S.S. Seahra; E.J. Webster Phys. Rev. D, 48 (2016), p. 55 (For a sample of similar earlier results, see e.g. Phys. Rev. Lett., 107, 2011) | arXiv

[15] T. Padmanabhan Res. Astron. Astrophys., 12 (2012), p. 891 | arXiv

[16] T. Padmanabhan Gen. Relat. Gravit., 46 (2014), p. 1673 | arXiv

[17] P.C.W. Davies J. Phys. A, 8 (1975) no. 609

[18] W.G. Unruh Phys. Rev. D, 14 (1976), p. 870

[19] K. Parattu; B.R. Majhi; T. Padmanabhan Phys. Rev. D, 87 (2013) | arXiv

[20] T. Padmanabhan Phys. Rev. D, 81 (2010), p. 124040 | arXiv

[21] T. Padmanabhan Exploring the nature of gravity, Int. J. Mod. Phys. D, Volume 25 (2016), p. 1630020 | arXiv

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