Abstract

We study how observationally to distinguish between a cosmological constant (CC) and an evolving dark energy with equation of state ω(Z)ω(Z). We focus on the value of redshift Z* at which the cosmic late time acceleration begins and a¨(Z∗)=0\ddot{a}(Z^{*}) = 0. Four ω(Z)ω(Z) are studied, including the well-known CPL model and a new model that has advantages when describing the entire expansion era. If dark energy is represented by a CC model with ω≡−1ω\equiv -1, the present ranges for ΩΛ(t0)Ω_Λ(t_0) and Ωm(t0)Ω_m(t_0) imply that Z* = 0.743 with 4% error. We discuss the possible implications of a model independent measurement of Z* with better accuracy.

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