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Title:
Quantum creation of a universe with nontrivial topology
Authors:
ZELDOVICH, IA. B.; STAROBINSKII, A. A.
Affiliation:
AB(Akademiia Nauk SSSR, Institut Teoreticheskoi Fiziki, Moscow, USSR)
Journal:
(Pis'ma v Astronomicheskii Zhurnal, vol. 10, May 1984, p. 323-328) Soviet Astronomy Letters (ISSN 0360-0327), vol. 10, May-June 1984, p. 135-137. Translation.
Publication Date:
06/1984
Category:
Astrophysics
Origin:
STI
NASA/STI Keywords:
COSMOLOGY, QUANTUM CHROMODYNAMICS, TOPOLOGY, FERMIONS, SINGULARITY (MATHEMATICS), TUNNELING
Bibliographic Code:
1984SvAL...10..323Z

Abstract

The quantum creation of a universe with a flat comoving 3-space is noted to be possible in nontrivial topology. The relative probability of the quantum birth of a spatially flat, isotropic world having finite 3-volume during the de Sitter (inflationary) stage is calculated, with allowance for the vacuum energy-momentum tensor of massless quantum fields that will result from the nontriviality of the topology. It is shown that an empty flat world with a 3-torus topology can begin to evolve either from a classical singularity or by quantum creation with or even without tunneling. 
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