On measuring the absolute scale of baryon acoustic oscillations
Will Sutherland

TL;DR
This paper proposes a new method to measure the absolute scale of baryon acoustic oscillations (BAO) using low-redshift observations, reducing reliance on early universe assumptions and enabling more direct tests of cosmology.
Contribution
It introduces an accurate approximation linking dilation scale D_V to luminosity distance D_L at higher redshift, facilitating absolute BAO measurements with low-redshift data.
Findings
The approximation D_V(z) ≈ (3/4) D_L(4z/3) ... is accurate within 0.2% for z<0.4.
The method allows absolute BAO scale measurement using only low-redshift observations.
It enables constraints on cosmological parameters and relativistic species with fewer degeneracies.
Abstract
The baryon acoustic oscillation (BAO) feature in the distribution of galaxies provides a fundamental standard ruler which is widely used to constrain cosmological parameters. In most analyses, the comoving length of the ruler is inferred from a combination of CMB observations and theory. However, this inferred length may be biased by various non-standard effects in early universe physics; this can lead to biased inferences of cosmological parameters such as H_0, \Omega_m and w, so it would be valuable to measure the absolute BAO length by combining a galaxy redshift survey and a suitable direct low-z distance measurement. One obstacle is that low-redshift BAO surveys mainly constrain the ratio r_S / D_V(z), where D_V is a dilation scale which is not directly observable by standard candles. Here, we find a new approximation D_V(z) \simeq (3/4) D_L(4z/3) (1+ 4z/3)^{-1} (1 - 0.02455 z^3 +…
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