Theory of the quasi-stationary state

The theory of the quasi-stationary state is a cosmological Modèle inspired by the Théorie of the stationary state and proposed by the same authors. It remains based on the idea that the universe creates during the time of the matter, via a field called Champ C. It is distinguished from the theory of the stationary state by the fact that the universe is not in a stationary state (i.e. its average Densité is not constant any more during time, the dilution caused by the Expansion of the universe being counterbalanced more exactly by the phenomenon of creation of matter), but has a cyclic history, based on an alternation of phases of expansion and contraction.

These ideas are in particular promoted by Jayant Narlikar, Fred Hoyle and Geoffrey Burbidge at the beginning of the Années 1990, and are summarized in a work of these authors in 2000 (see Références below). They are in opposition frontal with the standard Modèle of cosmology, and this fact are denounced by the great majority of the Cosmologue S as being fallacious and erroneous. In particular, arguments called upon by its holding explaining the existence of the cosmological diffuse Fund and the Abundance of the light elements, as well as the Accélération of the expansion of the universe are judged incompatible with many astronomical observations .

References

  • F. Hoyle, G. Burbidge & J.V. Narlikar, has quasi-steady state cosmological model with creation off matter , Astrophysical Journal , 410 , 437-457 (1993) Voir on line.

  • F. Hoyle, G. Burbidge & J.V. Narlikar, Astrophysical Deductions from the Quasi Steadystate Cosmology , Monthly Notes off the Royal Astronomical Society , 267 , 1007-1019 (1994) See on line.
  • F. Hoyle, G. Burbidge & J.V. Narlikar Further astrophysical quantities expected in has quasi-steady state Universe , Astronomy and Astrophysics , 289 , 729-739 (1994) Voir on line.
  • F. Hoyle, G. Burbidge & J.V. Narlikar, has Different Approach to Cosmology , Cambridge University Close, Cambridge, England, 2000, ISBN 0521019265.

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