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Analysis of the gg→H→hh→4τ process in the 2HDM lepton specific model at the LHC

Analysis of the gg→H→hh→4τ process in the 2HDM lepton specific model at the LHC
Analysis of the gg→H→hh→4τ process in the 2HDM lepton specific model at the LHC
We analyse the signature of a light Higgs boson pair in the 2-Higgs Doublet Model(2HDM) Type-X (or lepton specific) over the parameter spaces allowed by theoretical self-consistency requirements as well as the latest experimental constraints from the Large Hadron Collider (LHC), precision test data and B physics. Over the viable regions of the latter, wherein the Standard Model (SM)-like Higgs boson discovered at the LHC in 2012 is the heavier CP-even state of the 2HDM, H, it is found that the SM-like Higgs boson can decay into a pair of the lighter CP-even Higgs boson, h, via the process H→hh with a Branching Ratio (BR) of 5%−10% or so, (with 2mh<mH=125 GeV). Furthermore, in the Type-X scenario, the lighter Higgs bosons h can dominantly decay into two τ's due to a large tanβ. Therefore, the pair of lighter Higgs bosons can altogether decay into a 4 τ final state. In order to suppress the huge SM background events, we confine ourself to consider the fraction of signal events with two Same-Sign (SS) τ's further decaying into same sign leptons while the other two τ's decay hadronically. By using Monte Carlo (MC) and Machine Learning (ML) tools, we thus focus on the analysis of the signal process pp→H→hh→τ+τ−τ+τ−→ℓvℓℓvℓτhτh (where ℓ=e,μ and τh means a hadronic decay of the τ) and explore the feasibility of such a search at the LHC for a collision energy s√= 14 TeV and a luminosity 300 fb−1
hep-ph
Ma, Yan
e0ce37a0-0ba3-47f6-b4ed-1d86e2c0ba10
Arhrib, A.
e247c66d-0830-4da1-8ad4-d05fb05776a3
Moretti, S.
b57cf0f0-4bc3-4e02-96e3-071255366614
Semlali, S.
cf9bc9ea-2f58-49dc-9645-5b158be9ffe6
Wang, Y.
f603b4df-2034-40fd-80f1-78133d26732a
Yan, Q. S.
db07b579-d617-4e7e-8ea3-2e41f204b08c
Ma, Yan
e0ce37a0-0ba3-47f6-b4ed-1d86e2c0ba10
Arhrib, A.
e247c66d-0830-4da1-8ad4-d05fb05776a3
Moretti, S.
b57cf0f0-4bc3-4e02-96e3-071255366614
Semlali, S.
cf9bc9ea-2f58-49dc-9645-5b158be9ffe6
Wang, Y.
f603b4df-2034-40fd-80f1-78133d26732a
Yan, Q. S.
db07b579-d617-4e7e-8ea3-2e41f204b08c

[Unknown type: UNSPECIFIED]

Record type: UNSPECIFIED

Abstract

We analyse the signature of a light Higgs boson pair in the 2-Higgs Doublet Model(2HDM) Type-X (or lepton specific) over the parameter spaces allowed by theoretical self-consistency requirements as well as the latest experimental constraints from the Large Hadron Collider (LHC), precision test data and B physics. Over the viable regions of the latter, wherein the Standard Model (SM)-like Higgs boson discovered at the LHC in 2012 is the heavier CP-even state of the 2HDM, H, it is found that the SM-like Higgs boson can decay into a pair of the lighter CP-even Higgs boson, h, via the process H→hh with a Branching Ratio (BR) of 5%−10% or so, (with 2mh<mH=125 GeV). Furthermore, in the Type-X scenario, the lighter Higgs bosons h can dominantly decay into two τ's due to a large tanβ. Therefore, the pair of lighter Higgs bosons can altogether decay into a 4 τ final state. In order to suppress the huge SM background events, we confine ourself to consider the fraction of signal events with two Same-Sign (SS) τ's further decaying into same sign leptons while the other two τ's decay hadronically. By using Monte Carlo (MC) and Machine Learning (ML) tools, we thus focus on the analysis of the signal process pp→H→hh→τ+τ−τ+τ−→ℓvℓℓvℓτhτh (where ℓ=e,μ and τh means a hadronic decay of the τ) and explore the feasibility of such a search at the LHC for a collision energy s√= 14 TeV and a luminosity 300 fb−1

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2401.07289v1
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e-pub ahead of print date: 14 January 2024
Published date: 14 January 2024
Additional Information: 19 pages, 7 figures, 7 tables. arXiv admin note: text overlap with arXiv:2305.05788
Keywords: hep-ph

Identifiers

Local EPrints ID: 487019
URI: http://eprints.soton.ac.uk/id/eprint/487019
PURE UUID: 014e1403-c285-4313-a5a9-1fa23e36ee75
ORCID for S. Moretti: ORCID iD orcid.org/0000-0002-8601-7246

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Date deposited: 09 Feb 2024 17:44
Last modified: 13 Apr 2024 01:39

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Contributors

Author: Yan Ma
Author: A. Arhrib
Author: S. Moretti ORCID iD
Author: S. Semlali
Author: Y. Wang
Author: Q. S. Yan

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