Gravitation Ever Since and Forever
gravitation; mass; planck length; quantization of space
Abstract
This work presents a new approach to gravitation. Instead of seeing mass as a source of gravitation, the opposite is assumed here. Namely, gravitation has been there first and ever since. Masses were brought into the game later, following highly energetic interactions between electromagnetic fields (photons), with the gravitation field. These interactions resulted in photon annihilation and pair (or jets) production processes. Though pair production is forbidden kinematically in an empty space, it is allowed when the interaction of an incoming photon with gravitation field occurs. Quantum fluctuations in the gravitation field create very intense geometrical distortions in spacetime which in turn allows for photons to undergo momentum changes in favor of pair production processes.
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References
Isaac Newton (1687) Philosophiae naturalis principia mathematica. 1.
A Einstein, M Grossmann (1913) Covariance Properties of the Field Equations of the of Gravitation Based on the Generalized Theory of Relativity. 62, 245-261.
A Einstein, M Grossmann (1914) Covariance Properties of the Field Equations of the Theory of Gravitation Based on the Generalized Theory of Relativity. 63, 215-225.
C Misner, K Thorne, J Wheeler (1973) Gravitation.
F Gronwald, F Hehl (1996) On the gauge aspects of gravity. 10, 148-198.
S Carlip (2008) Is quantum gravity necessary?. 25(15), 154010.
Don Page, C Geilker (1981) Indirect Evidence for Quantum Gravity. 47(14), 979-982.
D Giulini, A Großardt (2011) Gravitationally induced inhibitions of dispersion according to the Schrodinger-Newton equation. 28(10), 195026.
Claus Kiefer (2012) Time in Quantum Gravity.
C Dewitt, D Rickles (2011) The role of gravitation in physics.
S Hawking (1974) Black hole explosions?. 248(5443), 30-31.
D Kwiat (2019) Fermions in d Dimensions. 9, 14-19.
Doron Kwiat (2019) Fermions Confinement to a 4-Dimensional Universe is the Source for Dark Matter. 3(3), 1-9.
D Kwiat (2020) About the Existence of Black Holes. 10(6), 120-129.
D Kwiat (2018) The Schrödinger Equation and Asymptotic Strings. 8(3), 71-77.
N Birrell, P Davies (1982) Quantum Fields in Curved Space. 7.
C Isham (1987) Quantum gravity. 99-129.
S Weinberg (1995) The Quantum Theory of Fields. 1.
S Hawking, R Penrose (1996) The Nature of Space and Time.
H Zeh (2011) Feynman's interpretation of quantum theory. 36(1), 63-74.
Claus Kiefer (2013) Conceptual Problems in Quantum Gravity and Quantum Cosmology. 2013, 1-17.
C Rovelli (2004) Quantum Gravity.
S Hawking (1979) 15. The path-integral approach to quantum gravity. 29-72.
Paolo Aschieri, Marija Dimitrijević, Frank Meyer, Julius Wess (2006) Noncommutative geometry and gravity. 23(6), 1883-1911.
B Carr (2007) Universe or Multiverse?.
D Oriti, Ed (2009) Approaches to Quantum Gravity.
E Anderson (2012) Problem of time in quantum gravity. 524(12), 757-786.
Carlo Rovelli (1991) Time in quantum gravity: An hypothesis. 43(2), 442-456.
Claus Kiefer, Manuel Krämer (2012) Quantum Gravitational Contributions to the Cosmic Microwave Background Anisotropy Spectrum. 108(2), 21301.
J Halliwell, S Hawking (1985) Origin of structure in the Universe. 31(8), 1777-1791.
(2005) Planck Scale Effects in Astrophysics and Cosmology. 669.
D Crawford (1987) Photons in Curved Space?Time. 40(3), 449-458.
Magdalena Zych, Fabio Costa, Igor Pikovski, Timothy Ralph, Časlav Brukner (2012) General relativistic effects in quantum interference of photons. 29(22), 224010.
Jane Macgibbon (1991) Quark- and gluon-jet emission from primordial black holes. II. The emission over the black-hole lifetime. 44(2), 376-392.
Barry Holstein (2006) Graviton physics. 74(11), 1002-1011.
B Athira, Susobhan Mandal, Subhashish Banerjee (2021) Characteristics of interaction between gravitons and photons. 136(4), 403.
Tanay Ghosh, A Sen (2016) THE EFFECT OF GRAVITATION ON THE POLARIZATION STATE OF A LIGHT RAY. 833(1), 82.
Levin Kristoffer, Hansen (2015) Search for new physics in diphoton production with the atlas detector at the lhc.
N Bjerrum-Bohr, Barry Holstein, Ludovic Planté, Pierre Vanhove (2015) Graviton-photon scattering. 91(6).
Sabine Hossenfelder (2012) Can we measure structures to a precision better than the Planck length?. 29(11), 115011.
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2021-09-22
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