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Gielen, S. and Oriti, D. (2012) Discrete and Continuum Third Quantization of Gravity. In: Finster, F., Müller, O., Nardmann, M., Tolksdorf, J. and Zeidler, E., Eds., Quantum Field Theory and Gravity, Springer, 41-64.
https://doi.org/10.1007/978-3-0348-0043-3_4

has been cited by the following article:

• TITLE: Part II. How a Tokamak May Allow GW to Be Duplicated in Simulated Values, with Torsion Cosmology and Quantum Number n, and Cosmological Constant from Relic Black Holes

  AUTHORS: Andrew Walcott Beckwith

  KEYWORDS: Cosmological Constant, Torsion, Spin Density, BEC Scaling of Black Hole Physics, Tokamak, Wavefunction of the Universe, Wormholes

  JOURNAL NAME: Journal of High Energy Physics, Gravitation and Cosmology, Vol.11 No.3, June 16, 2025

  ABSTRACT: We make more specific initial contributions of prior work w.r.t. Tokamaks, relic black holes, and a relationship between a massive graviton particle count and quantum number n, and also add a great more to contributions of our conclusions w.r.t. the wave function of the universe. Our idea for black hole physics being used for GW generation, is using Torsion to form a cosmological constant. Planck sized black holes allow for a spin density term linked to Torsion. In doing so, we review its similarities to frequency values for GW due to a Tokamak simulation. The conclusion of this document will be in bringing up values for an initial wave function of the Universe and an open question as to the applications of a white hole-black hole wormhole bridge between a prior to the present universe as well as a speculation as to particle count, and a quantum number, n, as specified in our document.