Abstract

HiggsSignals is a Fortran90 computer code that allows to test the compatibility of Higgs sector predictions against Higgs rates and masses measured at the LHC or the Tevatron. Arbitrary models with any number of Higgs bosons can be investigated using a model-independent input scheme based on HiggsBounds. The test is based on the calculation of a chi-squared measure from the predictions and the measured Higgs rates and masses, with the ability of fully taking into account systematics and correlations for the signal rate predictions, luminosity and Higgs mass predictions. It features two complementary methods for the test. First, the peak-centered method, in which each observable is defined by a Higgs signal rate measured at a specific hypothetical Higgs mass, corresponding to a tentative Higgs signal. Second, the mass-centered method, where the test is evaluated by comparing the signal rate measurement to the theory prediction at the Higgs mass predicted by the model. The program allows for the simultaneous use of both methods, which is useful in testing models with multiple Higgs bosons. The code automatically combines the signal rates of multiple Higgs bosons if their signals cannot be resolved by the experimental analysis. We compare results obtained with HiggsSignals to official ATLAS and CMS results for various examples of Higgs property determinations and find very good agreement. A few examples of HiggsSignals applications are provided, going beyond the scenarios investigated by the LHC collaborations. For models with more than one Higgs boson we recommend to use HiggsSignals and HiggsBounds in parallel to exploit the full constraining power of Higgs search exclusion limits and the measurements of the signal seen at around 125.5 GeV.

Highlights

  • Searches for a Higgs boson [1,2,3,4,5,6] have been one of the driving factors behind experimental particle physics over many years

  • Limits have been presented on extended Higgs sectors in theories beyond the Standard Model (SM), where one prominent example are the combined limits on the Higgs sector of the minimal supersymmetric standard model (MSSM) from the LEP experiments [11,12]

  • We have presented HiggsSignals, a public Fortran code to test the predictions of models with arbitrary Higgs sectors against measurements obtained from Higgs searches at the LHC, the Tevatron, and any potential future experiment

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Summary

Introduction

Searches for a Higgs boson [1,2,3,4,5,6] have been one of the driving factors behind experimental particle physics over many years. To test the predictions of models with arbitrary Higgs sectors consistently against all the available experimental data on Higgs exclusion limits, we have presented the public tool HiggsBounds [13,14], which recently appeared in version 4.0.0 [15,16]. HiggsSignals is a Fortran90/2003 code, which evaluates a χ 2 measure to provide a quantitative answer to the statistical question of how compatible the Higgs search data (measured signal strengths and masses) is with the model predictions. Tested against the various signal rate measurements published by the experimental collaborations for a fixed Higgs mass hypothesis This hypothetical Higgs mass is typically motivated by the signal “peak” observed in the channels with high mass resolution, i.e. the searches for H → γ γ and H → Z Z (∗) → 4. Details are given on the implementation of theory mass uncertainties in the mass-centered χ 2 method

Higgs signals in collider searches
Statistical approach in HiggsSignals
The peak-centered χ 2 method
Signal strength modifiers
Higgs mass observables
Assignment of multiple Higgs bosons
The mass-centered χ 2 method
Theory mass uncertainties
The Stockholm clustering scheme
Simultaneous use of both methods
Installation
Input and output
Running HiggsSignals on the command line
HiggsSignals subroutines
Example programs
Input of new experimental data into HiggsSignals
HiggsSignals applications
The peak-centered χ 2 method for a SM-like Higgs boson
Validation with official fit results for Higgs coupling scaling factors
Example applications of HiggsSignals
Conclusions
Theory mass uncertainties in the mass-centered χ 2 method
Full Text
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