Minimal Higgs inflation
  In this paper we propose two simple minimal Higgs inflation scenarios through
a simple modification of the Higgs potential, as opposed to the usual
non-minimal Higgs-gravity coupling prescription. The modification is done in
such a way that it creates a flat plateau for a huge range of field values at
the inflationary energy scale $\mu \simeq (\lambda)^{1/4} \alpha$. Assuming the
perturbative Higgs quartic coupling, $\lambda \simeq {\cal O}(1)$, for both the
models inflation energy scale turned out to be $\mu \simeq (10^{14}, 10^{15})$
GeV, and prediction of all the cosmologically relevant quantities,
$(n_s,r,dn_s^k)$, fit extremely well with observations made by PLANCK.
Considering observed central value of the scalar spectral index, $n_s= 0.968$,
our two models predict efolding number, $N = (52,47)$. Within a wide range of
viable parameter space, we found that the prediction of tensor to scalar ratio
$r (\leq 10^{-5})$ is far below the current experimental sensitivity to be
observed in the near future. The prediction for the running of scalar spectral
index, $dn_s^k$, approximately remains the same as was predicted by the usual
chaotic and quartic inflation scenario. We also the computed the background
field dependent unitarity scale $\Lambda(h)$, which turned out to be much
larger than the aforementioned inflationary energy.
