The $R^2$-Higgs inflation with two Higgs doublets
Sung Mook Lee, Tanmoy Modak, Kin-ya Oda, Tomo Takahashi

TL;DR
This paper explores $R^2$-Higgs inflation within a two Higgs doublet model, deriving inflationary equations, analyzing parameter space, and discussing potential collider signatures of nearly degenerate heavy scalars.
Contribution
It extends $R^2$-Higgs inflation to a two Higgs doublet framework, deriving the inflationary dynamics and identifying conditions for successful inflation and heavy scalar mass degeneracy.
Findings
Inflation can be effectively described by a single slow-roll parameter.
Successful inflation favors nearly degenerate masses for extra Higgs bosons.
Heavy scalars in the sub-TeV range could be discovered at the LHC.
Abstract
We study -Higgs inflation in a model with two Higgs doublets in which the Higgs sector of the Standard Model is extended by an additional Higgs doublet, thereby four scalar fields are involved in the inflationary evolutions. We first derive the set of equations required to follow the inflationary dynamics in this two Higgs doublet model, allowing a nonminimal coupling between the Higgs-squared and the Ricci scalar , as well as the term in the covariant formalism. By numerically solving the system of equations, we find that, in parameter space where a successful -Higgs inflation are realized and consistent with low energy constraints, the inflationary dynamics can be effectively described by a single slow-roll formalism even though four fields are involved in the model. We also argue that the parameter space favored by -Higgs inflation requires nearly degenerate…
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