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Vortex formation in neutron – irradiated
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3 Using “Enhanced Quantization” to Bound the Cosmological Constant, (for a. . .
35
Dalarsson M, Dalarsson N (2005) Tensors, relativity and cosmology. Elsevier/Academic Press,
London
Diosi L (2019) Planck length challenges of non relativistic quantum mechanics of large masses. J
Phys Conf Ser 1275:011001. https://arxiv.org/abs/1903.04852
Dye HA (1965) On the ergodic mixing theorem. Trans Am Math Soc 118:123–130
Dyson F (1966) Lecture 3, the SU(6) theory. In: Dyson F (ed) Symmetry groups in nuclear and
particle physics. W.A. Benjamin, Inc., New York, pp 17–22. (USA) with the 1966 volume
labeled as W.A. Benjamin, Inc, New York, Amsterdam, 1966
Giovannini M (2008) A primer on the physics of the cosmic microwave background. World Press
Scientific, Hackensack. https://doi.org/10.1142/6730
Hamber H (2009) Quantum gravitation, the Feynman path integral approach. Springer, Heidelberg
Hawking SW (1974) Black hole explosions?. Nature 248(5443):30–31. Bibcode: 1974Natur.248...
30H. https://doi.org/10.1038/248030a0. ! Hawking’s first article on the topic
Hawkings SW (n.d.) Informational preservation and weather forecasting for black holes. http://
arxiv.org/abs/1401.5761
Karabulut H (2006) The physical meaning of Lagrange multipliers. Eur J Phys 27:709–718. https://
arxiv.org/abs/0705.0609
Klauder J (2015) Enhanced quantization, particles, fields & gravity. World Press Scientific,
Singapore
Kolb E, Turner (1991) The early universe. Addison and Westley Advanced book program, Menlo
Park, California, USA. http://power.itp.ac.cn/~guozk/books/The_Early_Universe(Kolb_
Turner_1988).pdf
Landau LD, Lifshitz EM (2005) Mechanics, 3rd edition. In: Course in theoretical physics, Volume
1. Elsevier Books, Boston. (printing dates)
Ng YJ (2008) Spacetime foam: from entropy and holography to infinite statistics and nonlocality.
Entropy 10(4):441–461
Novello M (n.d.) The mass of the graviton and the cosmological constant puzzle. https://arxiv.org/
abs/astro-ph/0504505
Padmanabhan T (2005) Understanding our universe; current status, and open issues. In: 100 years
of relativity, space-time, structure: Einstein and beyond. World Scientific, P.T.E. LTD, Singapore, pp 175–204. http://arxiv.org/abs/gr-qc/0503107
Padmanabhan T (2006) An invitation to astrophysics, world scientific series in astronomy and
astrophysics: volume 8. World Press Scientific, Singapore
Penrose R (2011) Cycles of time—an extraordinary new view of the universe. Alfred A. Knopf,
New York
Poplawski N (2011) Cosmological constant from QCD vacuum and torsion. Annalen der Physik
523:291–295
Roos M (2003) Introduction to cosmology, 3rd edn. Wiley Scientific, Hoboken
Rovelli C, Vidotto F (2015) Covariant loop quantum gravity. Cambridge University Press,
Cambridge
Ruutu V, Eltsov V, Gill A, Kibble T, Krusius M, Makhlin YG, Placais B, Volvik G, Wen Z (1996)
Vortex formation in neutron – irradiated
3 He as an analog of cosmological defect formation.
Nature 382:334–336
Spiegel M (1980) Theory and problem of theoretical mechanics: Schaum’s outline series. McGraw
Hill, San Francisco
t’Hooft (n.d.) The black hole representation of string theory. http://www.staff.science.uu.nl/
~hooft101/gthpub/BH_interpretation_stringtheory.pdf
Weinberg S (1972) Gravitation and cosmology: principles and applications of the general theory of
relativity. Wiley, Cambridge
3 Using “Enhanced Quantization” to Bound the Cosmological Constant, (for a. . .
35