Equilibrium points of the tilted perfect fluid Bianchi VIh state space

Abstract

We present the full set of evolution equations for the spatially homogeneous cosmologies of type VIh filled with a tilted perfect fluid and we provide the corresponding equilibrium points of the resulting dynamical state space. It is found that only when the group parameter satisfies h > −1 a self-similar solution exists. In particular we show that for h… (More)

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