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      Tests of \(\Lambda\)CDM and Conformal Gravity using GRB and Quasars as Standard Candles out to \(z \sim 8\)

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          Abstract

          We compare the cosmology of conformal gravity (CG), (Mannheim 2006), to \(\Lambda\)CDM. CG cosmology has repulsive matter and radiation on cosmological scales, while retaining attractive gravity at local scales. Mannheim (2003) finds that CG agrees with \(\Lambda\)CDM for supernova data at redshifts \(z<1\). We use GRBs and quasars as standard candles to contrast these models in the redshift range \(0<z<8\). We find CG deviates significantly from \(\Lambda\)CDM at high redshift and that \(\Lambda\)CDM is favoured by the data with \(\Delta\chi^2=48\). Mannheim's model has a bounded dark energy contribution, but we identify a \(\lambda\) fine-tuning problem and a cosmic coincidence problem.

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          Options for cosmology at redshifts above one

          We show that detailed exploration of the \(1 1\) region, one is thus currently unable to ascertain whether the universe is accelerating or decelerating between \(z=1\) and \(z=2\). To be able to visualize the supernovae and radio galaxy data simultaneously, we present a representation of the radio galaxy data in terms of an equivalent apparent magnitude Hubble diagram. We discuss briefly some implications of the anisotropies in the cosmic microwave background for the conformal theory, and show that in that theory fluctuations which set in at around nucleosynthesis can readily generate the first peak in the anisotropy data.

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            Journal
            28 November 2017
            Article
            1711.10369
            a88730fe-48a1-4423-b87d-114efca8acaf

            http://arxiv.org/licenses/nonexclusive-distrib/1.0/

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            6 pages, 2 tables, 4 figures
            astro-ph.CO

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