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E. V. Shuryak, Physics Reports, Vol. 115, 1984, pp. 151-314.

has been cited by the following article:

  • TITLE: A New Strategy for Solving Two Cosmological Constant Problems in Hadron Physics

    AUTHORS: Thomas L. Wilson

    KEYWORDS: Cosmological Constant Problem; Vacuum Energy Density; Hadron Physics; Asymptotic de Sitter Space; Zero-Point Energy

    JOURNAL NAME: Journal of Modern Physics, Vol.4 No.5, May 27, 2013

    ABSTRACT: A new approach to solving two of the cosmological constant problems (CCPs) is proposed by introducing the Abbott-Deser (AD) method for defining Killing charges in asymptotic de Sitter space as the only consistent means for defining the ground-state vacuum for the CCP. That granted, Einstein gravity will also need to be modified at short-distance nuclear scales, using instead a nonminimally coupled scalar-tensor theory of gravitation that provides for the existence of QCD’s two-phase vacuum having two different zero-point energy states as a function of temperature. Einstein gravity alone cannot accomplish this. The scalar field will be taken from bag theory in hadron physics, and the origin of the bag constant B is accounted for by gravity’s CC as B—noting that the Higgs mechanism does not account for either the curved-space origin of λ or the mass of composite hadrons. A small Hubble-scale graviton mass mg~10-33eV naturally appears external to the hadron bag, induced by λ≠0. This mass is unobservable and gravitationally gauge-dependent. It is shown to be related to the cosmological event horizon in asymptotic de Sitter space.