Accelerated expansion of the Friedmann Universe filled with ideal liquid described by an inhomogeneous equation of state

Physics

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Scientific paper

A spatially flat Friedmann Universe filled with ideal liquid described by a time-dependent linear inhomogeneous equation of state is considered. The gravitational equation of motion is solved. It is shown that in certain cases, a quasi-periodic Universe results repeating the cycles of space acceleration of the phantom (non-phantom) type. The occurrence of future singularities for a number of parameter values is pointed out.

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