Abstract

In the present work we analyze the g-essence model for the particular Lagrangian: L=R+2[αXn+εY−V(ψ,ψˉ)]L=R+2[αX^n+εY-V(ψ,\barψ)]. The g-essence models were proposed recently as an alternative and as a generalization to the scalar k-essence. We have presented the 3 types solutions of the g-essence model. We reconstructed the corresponding potentials and the dynamics of the scalar and fermionic fields according the evolution of the scale factor. The obtained results shows that the g-essence model can describes the decelerated and accelerated expansion phases of the universe.

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