All in the Family: the quintessential kinship between Inflation and Dark Energy

Abstract

A unified dynamical model of dark energy and inflation is presented, in which both phenomena are driven by axion-like fields-quintessences-of spontaneously broken global $U(1{)}_A$'s symmetries whose potentials are induced by instantons of the QCD gauge group $SU(3{)}_c$ for inflation and of a new strongly interacting gauge group $SU(2{)}_Z$ for dark energy. It is shown that $SU(3{)}_c$ and $SU(2{)}_Z$ fit snugly into a unified gauge group $SU(5{)}_Z$, {\em Ischyr$\acute{o}$s Unification Theory} or {\em IUT}, which is spontaneously broken down to $SU(3{)}_c\times SU(2{)}_Z\times U(1{)}_X$. A judicious choice of $SU(5{)}_Z$ representations leads to the $SU(3{)}_c$ and $SU(2{)}_Z$ couplings growing strong at $Λ_{QCD} \sim 200 \mev$ and ${\Lambda }_Z\sim 10^{-3}eV$ respectively. The model predicts particles carrying $SU(2{)}_Z$ quantum numbers which can be searched for at colliders such as the LHC and which, as a result, might indirectly reveal the nature of dark energy and perhaps inflation in a laboratory. In addition, the fermionic spectrum of the model contains a possible candidate for dark matter.

arXiv comment4 pages, double-column. Typos corrected and comments added