
TL;DR
This paper proposes that the universe's gravitational horizon R_h equals ct at all times, challenging standard cosmology and suggesting a simpler, constant expansion model consistent with general relativity and early universe observations.
Contribution
It introduces the R_h=ct universe model, arguing it is more consistent with GR and observations than LambdaCDM, and explains the coincidence of R_h and ct at present.
Findings
R_h=ct model aligns with GR principles and observations
Standard LambdaCDM predicts different early universe behavior
Galaxy correlation functions support R_h=ct model
Abstract
The backbone of standard cosmology is the Friedmann-Robertson-Walker solution to Einstein's equations of general relativity (GR). In recent years, observations have largely confirmed many of the properties of this model, which is based on a partitioning of the universe's energy density into three primary constituents: matter, radiation, and a hypothesized dark energy which, in LambdaCDM, is assumed to be a cosmological constant Lambda. Yet with this progress, several unpalatable coincidences (perhaps even inconsistencies) have emerged along with the successful confirmation of expected features. One of these is the observed equality of our gravitational horizon R_h(t_0) with the distance ct_0 light has traveled since the big bang, in terms of the current age t_0 of the universe. This equality is very peculiar because it need not have occurred at all and, if it did, should only have…
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