Revise the Phase-Space Analysis of the Dynamical Spacetime Unified Dark Energy Cosmology

We analyze the phase-space of an alternate scalar field cosmology that aims to combine the concepts of dark energy and the dark sector. The investigation focuses on stationary points within this phase-space, considering different functional forms of the two potential functions. Our findings indicate that a de Sitter universe is achievable solely when at the asymptotic limit the potential function is constant. For constant potential function, the de Sitter universe is recovered in the finite regime; however, for the exponential potential, the de Sitter universe exists at the infinity regime. The cosmological viability of the present theory is discussed.

Automated summary

This study analyzes the phase-space of an alternate scalar field cosmology that combines the concepts of dark energy and the dark sector. The findings indicate that a de Sitter universe can only be achieved when the potential function is constant. The presence of a de Sitter universe depends on the functional form of the potential function, with a finite regime for a constant potential and an infinite regime for an exponential potential. The cosmological viability of the theory is discussed.