# Signatures of vector-like top partners decaying into new neutral scalar or pseudoscalar bosons

## TL;DR

This paper investigates the potential for discovering vector-like top partners decaying into a top quark and a new neutral scalar or pseudoscalar at the LHC, proposing optimized search strategies and analyzing their sensitivity.

## Contribution

It introduces a simplified model for VLQ decays into new scalars/pseudoscalars, and develops dedicated LHC search strategies for these exotic decay channels.

## Key findings

- Signal regions optimized for $t'
ightarrow S t$ decays
- Monte Carlo simulations quantify LHC sensitivity to $t'$ and $S$ masses
- Potential to surpass current VLQ search strategies at the LHC

## Abstract

We explore the phenomenology of models containing one Vector-Like Quark (VLQ), $t'$, which can decay into the Standard Model (SM) top quark, $t$, and a new spin-0 neutral boson, $S$, the latter being either a scalar or pseudoscalar state. We parametrise the underlying interactions in terms of a simplified model which enables us to capture possible Beyond the SM (BSM) scenarios. We discuss in particular three such scenarios: one where the SM state is supplemented by an additional scalar, one which builds upon a 2-Higgs Doublet Model (2HDM) framework and another which realises a Composite Higgs Model (CHM) through partial compositeness. Such exotic decays of the $t'$ can be competitive with decays into SM particles, leading to new possible discovery channels at the Large Hadron Collider (LHC). Assuming $t'$ pair production via strong interactions, we design signal regions optimised for one $t'\rightarrow S t$ transition (while being inclusive on the other \bar{t'} decay, and vice versa), followed by the decay of $S$ into the two very clean experimental signatures $S\rightarrow \gamma \gamma$ and $S\rightarrow Z(\rightarrow \ell^+\ell^-)\gamma$. We perform a dedicated signal-to-background analysis in both channels, by using Monte Carlo (MC) event simulations modelling the dynamics from the proton-proton to the detector level. Under the assumption of BR$(t' \rightarrow S t) = 100\%$, we are therefore able to realistically quantify the sensitivity of the LHC to both the $t'$ and $S$ masses, assuming both current and foreseen luminosities. This approach paves the way for the LHC experiments to surpass current VLQ search strategies based solely on $t'$ decays into SM bosons ($W^\pm, Z$, $h$).