Two Higgs Doublet Model with Scalar Mediation via Yukawa Interactions

TL;DR

This paper investigates a two Higgs doublet model with scalar mediation via Yukawa interactions, analyzing its implications for particle physics phenomenology using Dyson-Schwinger equations and exploring its stability and universality properties.

Contribution

It introduces a novel two Higgs doublet model connected through a scalar singlet and studies its properties using Dyson-Schwinger equations, revealing universality and stability features.

Findings

Two Higgs propagators are minimally affected in the parameter space.

Evidence of universal coupling for both Higgs fields.

Model remains non-trivial with cutoff effects beyond 100 TeV.

Abstract

Scalar sector offers a valuable avenue to explore its implications in the particle physics phenomenology for new physics and several model dependent phenomena. Two Higgs doublet models are among the promising models for such explorations. In the presence of a standard model Higgs, a two Higgs doublet model is studied in which the two Higgs fields are connected with each other via a scalar singlet field. The study is conducted using Dyson Schwinger equations under the Yukawa vertices set at their tree level form up to certain constants. Among the field propagators, the two Higgs propagators are found to be least effected in the parameter space which also reflects in the insignificant beyond the bare mass contributions to the renormalized Higgs masses. Evidence of universality in terms of identical coupling for both Higgs is found in the model. The model is found to be non-trivial in the explored parameter space. There are cutoff effects in the model. Stability in the calculated correlation functions and parameters generally ensues beyond 100 TeV cutoff.