# Prospects for Dark Boson at the LHC

## TL;DR

This paper explores a non-Abelian vector boson dark matter model with an extended gauge symmetry, analyzing its theoretical stability, neutrino mass explanation, and potential collider signatures at the LHC.

## Contribution

It introduces a novel $SU(2)_N$ extension model with multi-component dark matter and investigates its collider phenomenology and theoretical bounds.

## Key findings

- Model provides viable multi-component dark matter candidates.
- Tree-unitarity bounds constrain scalar mass spectrum.
- Potential collider signatures at the LHC are identified.

## Abstract

Non-Abelian Vector Boson Dark Matter (VBDM), arising from an $SU(2)_N$ extension of the Standard Model (SM) has been studied. The Dark Matter (DM) is stabilized by imposing an additional discrete global symmetry $S^{'}$ with charges, such that it satisfies $S=S^{'}+T_{3N}$ even when $SU(2)_N$ is completely broken. This model, apart from a single-component DM also offers a two-component DM augmented by a scalar and a vector boson, which lives over a large parameter space evading strong direct search bounds. Apart from potential DM candidates, this model also explains the smallness of neutrino masses through the $inverse$ $seesaw$ $mechanism$. We have computed tree-unitarity bound to limit the scalar mass spectrum in our model. Phenomenological aspects of the model have been discussed. Further, we have analyzed the possible collider signatures at the Large Hadron Collider (LHC) and its future implications.