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Hubble expansion in static spacetime. (English) Zbl 1132.83319

Summary: A recently proposed mechanism for light-path expansion in a static spacetime is based on the moving-lenses paradigm. Since the latter is valid independently of whether space expands or not, a static universe can be used to better see the implications. The moving-lenses paradigm is related to the paradigm of dynamical friction. If this is correct, a Hubble-like law is implicit. It is described quantitatively. A bent in the Hubble-like line is predictably implied. The main underlying assumption is Price’s Principle (PI\(^{3}\)). If the theory is sound, the greatest remaining problem in cosmology becomes the origin of hydrogen. Since Blandford’s jet production mechanism for quasars is too weak, a generalized Hawking radiation hidden in the walls of cosmic voids is invoked. A second prediction is empirical: slow pattern changes in the cosmic microwave background. A third is ultra-high redshifts for Giacconi quasars. Bruno’s eternal universe in the spirit of Augustine becomes a bit less outlandish.

MSC:

83F05 Relativistic cosmology
83C10 Equations of motion in general relativity and gravitational theory
Full Text: DOI

References:

[1] Rossler OE, Lasker GE, Andonian G, Movassagh R. A possibly consistent cosmology based on the dynamic weak-lensing paradigm. In: Advances in education, vol. VI, in press.; Rossler OE, Lasker GE, Andonian G, Movassagh R. A possibly consistent cosmology based on the dynamic weak-lensing paradigm. In: Advances in education, vol. VI, in press.
[2] Kirshner, R. P., The extravagant universe: exploring stars, dark energy and the accelerating cosmos (2002), Princeton University Press: Princeton University Press Princeton · Zbl 1045.83069
[3] Rossler, O. E.; Fröhlich, D.; Kleiner, N., A time-symmetric Hubble-like law: light-rays grazing randomly moving galaxies show distance-proportional redshift, Z Naturforsch, 58a, 807-809 (2003)
[4] Rossler, O. E., Cosmic shear’s temporal fluctuations generate a distance-proportional redshift in both time directions: minibang-theory, Chaos, Solitons & Fractals, 19, 1335-1338 (2004) · Zbl 1075.83565
[5] Rossler, O. E.; Movassagh, R., Bitemporal dynamic Sinai divergence: an energetic analog to Boltzmann’s entropy?, Int J Nonlinear Sci Simul, 6, 337-338 (2005)
[6] Rossler, O. E., Static cosmology from chaos-borne Hubble law, Nonlinear Phenom Complex Syst, 9, 53-60 (2006)
[7] Wucknitz, O.; Sperhake, U., Deflection of light and particles by moving gravitational lenses, Phys Rev D, 69, 063001 (2004), 1-13, p. 8
[8] Birkinshaw, M., Moving gravitational lenses, Lect Notes Phys, 330, 59-64 (1988)
[9] Price, H., Time’s arrow and Archimedes’ point (1996), Cambridge University Press: Cambridge University Press Cambridge
[10] Blandford, R. D.; Begelman, M. C.; Rees, M. J., Cosmic jets, Sci Amer, 246, 5, 84-94 (1982)
[11] Rand; Kulkarni; Hester, Astrophys J, 352, L1-L4 (1990)
[12] Hawking, S. W., Black-hole evaporations?, Nature, 248, 30-32 (1974) · Zbl 1370.83053
[13] Rossler, O. E.; Kuypers, H., The scale change of Einstein’s equivalence principle, Chaos, Solitons & Fractals, 25, 897-899 (2005) · Zbl 1073.83522
[14] Rossler OE. A morphogenetic instability in gravitation. Physica D (invited paper submitted in honor of Yoshiki Kuramoto 2004).; Rossler OE. A morphogenetic instability in gravitation. Physica D (invited paper submitted in honor of Yoshiki Kuramoto 2004).
[15] Einstein, A., Does there exist a gravitational effect analogous to electrodynamic induction? (in German), Vierteljahresschrift für Gerichtsmedizin öffentliches Sanitätswesen, 14, 37-40 (1912), Reprinted in: Collected papers of Albert Einstein, English Translation edition, vol. 4. Princeton: Princeton University Press; 1996. p. 126-9
[16] Assis, A. K.T.; Neves, C. D., History of the 2.7K temperature prior to Penzias and Wilson, Apeiron, 2, 79-84 (1995)
[17] Peratt, T.; Peter, W.; Alfvén, H., quoted in: Lerner EJ. The big bang never happened, Discover, 9, 70-79 (1998)
[18] Hoyle, F., Home is where the wind blows (1994), University Science Books: University Science Books Sausalito
[19] Giacconi R. Kepler Lecture held at the University of Tübingen; July 2003.; Giacconi R. Kepler Lecture held at the University of Tübingen; July 2003.
[20] Mandelbrot, B. B., The fractal geometry of nature (1982), Freeman: Freeman San Francisco, [Table 334] · Zbl 0504.28001
[21] Luminet, J. P., A cosmic hall of mirrors, Physics World, 23-28 (September 2005)
[22] Iovane, G., Mohamed El Naschie’s \(&z.epsiv;^{(∞)}\) Cantorian space-time and its consequences in cosmology, Chaos, Solitons & Fractals, 25, 775-779 (2005) · Zbl 1073.83532
[23] El Naschie, M. S., From Hilbert space to the number of Higgs particles via the quantum two-slit experiment, (Weibel, P.; Ord, G.; Rossler, O. E.; Diebner, H. H., Space time physics and fractality, Festschrift in honor of Mohamed El Naschie on the occasion of his 60th birthday (2005), Springer-Verlag; Wien: Springer-Verlag; Wien Vienna, New York), 231-232 · Zbl 1115.81411
[24] (Rossler, R.; Rossler, O. E., Jonas’ World – the thinking of a child (in German) (1994)), 10, “The dear Lord is ashamed of (working) visible miracles (age 2.3 years)”
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