Can Geometric Test Probe the Cosmic Equation of State ?
arXiv:astro-ph/0101172 · doi:10.1086/319135
Abstract
Feasibility of the geometric test as a probe of the cosmic equation of state of the dark energy is discussed assuming the future 2dF QSO sample. We examine sensitivity of the QSO two-point correlation functions, which are theoretically computed incorporating the light-cone effect and the redshift distortions, as well as the nonlinear effect, to a bias model whose evolution is phenomenologically parameterized. It is shown that the correlation functions are sensitive on a mean amplitude of the bias and not to the speed of the redshift evolution. We will also demonstrate that an optimistic geometric test could suffer from confusion that a signal from the cosmological model can be confused with that from a stochastic character of the bias.
11 pages, including 3 figures, accepted for publication in ApJL
References in corpus (1)
Cited by in corpus (5)
- Optimal Weighting Scheme in Redshift-space Power Spectrum Analysis and a Prospect for Measuring the Cosmic Equation of State
- An investigation of gravitational lens determinations of H_o in quintessence cosmologies
- Probing the dark energy with quasar clustering
- Cosmological Constraint from the 2dF QSO Spatial Power Spectrum
- Measuring Cosmological Parameters with the SDSS QSO Spatial Power Spectrum Analysis to Test the Cosmological Principle