Inflation as a generic property of curvature dependent bulk viscosity in any number of space-time dimensions

Details Inflation as a generic property of curvature dependent bulk viscosity in any number of space-time dimensions Inflation as a generic property of curvature dependent bulk viscosity in any number of space-time dimensions

Feb 1988

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1988phla..127..129w&link_type=abstract

Physics Letters A, Volume 127, Issue 3, p. 129-131.

Physics

9

Scientific paper

It is shown that inflation is a property of any cosmology in an
arbitrary number of dimensions (D + 1) wherein the matter is described
by the ultrarelativistic equation of state P = ɛ/D and the bulk
viscosity coefficient is dependent on the square of the curvature.

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