Effective theory for neutral resonances and a statistical dissection of the ATLAS diboson excess
Sylvain Fichet, Gero von Gersdorff

TL;DR
This paper classifies effective operators for neutral singlet resonances, analyzes the ATLAS diboson excess with a detailed statistical approach, and evaluates specific models' ability to explain the excess.
Contribution
It provides a comprehensive classification of dimension-5 operators for neutral resonances and a detailed statistical analysis of the ATLAS diboson excess, testing various theoretical models.
Findings
The resonance width is constrained between 26 GeV and 144 GeV.
Data do not require WZ production, allowing neutral resonance explanations.
Standard models like Higgs-portal scalars and RS radion cannot explain the excess.
Abstract
We classify the complete set of dimension-5 operators relevant for the resonant production of a singlet of spin 0 or 2 linearly coupled to the Standard Model (SM). We compute the decay width of such states as a function of the effective couplings, and provide the matching to various well-motivated New Physics scenarios. We then investigate the possibility that one of these neutral resonances be at the origin of the excess in diboson production recently reported by the ATLAS collaboration. We perform a shape analysis of the excess under full consideration of the systematic uncertainties to extract the width of the hypothetical resonance, finding it to be in the range 26 GeV 144 GeV at 95\% C.L. We then point out that the three overlapping selections , , reported by ATLAS follow a joint trivariate Poisson distribution, which opens the…
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