Colored Resonant Signals at the LHC: Largest Rate and Simplest Topology
Tao Han, Ian Lewis, Zhen Liu
TL;DR
This work develops a general, group-theory–based framework to study colored resonances at the LHC, classifying possible states by $SU(3)_C\times SU(2)_L\times U(1)_Y$ and constructing minimal effective couplings to light partons. It derives analytic production-rate formulas for diverse color representations across initial states ($3\otimes3$, $3\otimes8$, $8\otimes8$, $3\otimes\bar{3}$) and computes hadronic cross sections at $7$ and $14$ TeV using parton luminosities, incorporating narrow width approximations and typical QCD K-factors. The paper then confronts these predictions with ATLAS/CMS dijet data to place bounds on resonance masses and couplings, finding lower limits in the range $0.9$–$2.7\ \mathrm{TeV}$ for unit couplings. Overall, it provides a comprehensive, ready-to-use framework for predicting and constraining TeV-scale colored resonances with dijet signatures and sets the stage for exploring additional decay channels in future LHC analyses.
Abstract
We study the colored resonance production at the LHC in a most general approach. We classify the possible colored resonances based on group theory decomposition, and construct their effective interactions with light partons. The production cross section from annihilation of valence quarks or gluons may be on the order of 400 - 1000 pb at LHC energies for a mass of 1 TeV with nominal couplings, leading to the largest production rates for new physics at the TeV scale, and simplest event topology with dijet final states. We apply the new dijet data from the LHC experiments to put bounds on various possible colored resonant states. The current bounds range from 0.9 to 2.7 TeV. The formulation is readily applicable for future searches including other decay modes.
