Octonionic Gravity Formation, Its Connections to Micro Physics

Author(s)
Andrew Beckwith

ABSTRACT

We ask if Octonionic quantum gravity is a relevant consideration near the Planck scale. Furthermore, we examine whether gravitational waves would be generated during the initial phase, , of the universe when triggered by changes in spacetime geometry; i.e. what role would an increase in degrees of freedom have in setting the conditions during , so that the result of these conditions can be observed and analyzed by a gravitational detector. The micro physics interaction is due to the formation of a pre Planckian to Planckian space time transition in spatial dimensions at and near the Planck dimensional values, i.e. 10–33 centimeters in spatial dimensions. This transition would be abrupt and arising in micro physics regimes of space time.

We ask if Octonionic quantum gravity is a relevant consideration near the Planck scale. Furthermore, we examine whether gravitational waves would be generated during the initial phase, , of the universe when triggered by changes in spacetime geometry; i.e. what role would an increase in degrees of freedom have in setting the conditions during , so that the result of these conditions can be observed and analyzed by a gravitational detector. The micro physics interaction is due to the formation of a pre Planckian to Planckian space time transition in spatial dimensions at and near the Planck dimensional values, i.e. 10–33 centimeters in spatial dimensions. This transition would be abrupt and arising in micro physics regimes of space time.

Cite this paper

nullA. Beckwith, "Octonionic Gravity Formation, Its Connections to Micro Physics,"*Open Journal of Microphysics*, Vol. 1 No. 1, 2011, pp. 13-18. doi: 10.4236/ojm.2011.11002.

nullA. Beckwith, "Octonionic Gravity Formation, Its Connections to Micro Physics,"

References

[1] L. Crowell, Quantum Fluctuations of Space-time, in World Scientific Series in Contemporary Chemical Physics, Volume 25, Singapore, Republic of Singapore, 2005.

[2] A. W. Beckwith, “Identifying a Kaluza- Klein treatment of a Graviton permitting a de-celeration parameter Q(Z) as an alternative to standard DE “,Journal of Cosmology, Volume 13, 2011, http://journalofcosmology/BeckwithGraviton.pdf

[3] F. Li, and N. Yang, “Phase and Polarization State of High Frequency Gravitational waves”, Chin Phys. Lett. Vol 236, No 5(2009), 050402, pp 1-4

[4] F. Li,. M.,Tang, D. Shi, “Electromagnetic response of a Gaussian beam to high frequency relic gravitational waves in quintessential inflationary models”, PRD 67, 104008 (2003), pp1-17

[5] S. Chaturvedi, “Mutually Unbiased Bases”, Pramana Journal of Physics, Vol. 52, No. 2, pp 345-350

[6] John C. Baez, “Renyi Entropy and Free Energy”, http://arxiv.org/abs/1102.2098

[7] A. W. Beckwith, arXiv:0804.0196 [physics.gen-ph], AIP Conf.Proc. 969:1018-1026, 2008

[8] D. K., Park, H. Kim, H., and S. Tamarayan, “Nonvanishing Cosmological Constant of Flat Universe in Brane world Senarios,” Phys. Lett. B 535, 5-10 (2002).

[9] A. W. Beckwith,” How to Use the Cosmological Schwinger Principle for Energy Entropy, and “atoms of Space-Time” to Create a Thermodynamic Space-Time and Multiverse”; accepted for the DICE 2010 proceedings; http://vixra.org/abs/1101.0024, 2010

[10] M. Maggiorie,. “Gravitational Wave Experiments and Early Universe Cosmology”, Physics Reports 331 (2000) pp. 283-367

[11] G. t’ Hooft, Beyond the Quantum, edited by Th. M. Nieuwenhuizen et al. Singapore, World Press Scientific, 2006; http://arxiv.org/PS_cache/quant-ph/pdf/0604/0604008v2.pdf.

[1] L. Crowell, Quantum Fluctuations of Space-time, in World Scientific Series in Contemporary Chemical Physics, Volume 25, Singapore, Republic of Singapore, 2005.

[2] A. W. Beckwith, “Identifying a Kaluza- Klein treatment of a Graviton permitting a de-celeration parameter Q(Z) as an alternative to standard DE “,Journal of Cosmology, Volume 13, 2011, http://journalofcosmology/BeckwithGraviton.pdf

[3] F. Li, and N. Yang, “Phase and Polarization State of High Frequency Gravitational waves”, Chin Phys. Lett. Vol 236, No 5(2009), 050402, pp 1-4

[4] F. Li,. M.,Tang, D. Shi, “Electromagnetic response of a Gaussian beam to high frequency relic gravitational waves in quintessential inflationary models”, PRD 67, 104008 (2003), pp1-17

[5] S. Chaturvedi, “Mutually Unbiased Bases”, Pramana Journal of Physics, Vol. 52, No. 2, pp 345-350

[6] John C. Baez, “Renyi Entropy and Free Energy”, http://arxiv.org/abs/1102.2098

[7] A. W. Beckwith, arXiv:0804.0196 [physics.gen-ph], AIP Conf.Proc. 969:1018-1026, 2008

[8] D. K., Park, H. Kim, H., and S. Tamarayan, “Nonvanishing Cosmological Constant of Flat Universe in Brane world Senarios,” Phys. Lett. B 535, 5-10 (2002).

[9] A. W. Beckwith,” How to Use the Cosmological Schwinger Principle for Energy Entropy, and “atoms of Space-Time” to Create a Thermodynamic Space-Time and Multiverse”; accepted for the DICE 2010 proceedings; http://vixra.org/abs/1101.0024, 2010

[10] M. Maggiorie,. “Gravitational Wave Experiments and Early Universe Cosmology”, Physics Reports 331 (2000) pp. 283-367

[11] G. t’ Hooft, Beyond the Quantum, edited by Th. M. Nieuwenhuizen et al. Singapore, World Press Scientific, 2006; http://arxiv.org/PS_cache/quant-ph/pdf/0604/0604008v2.pdf.