论文标题

在Georgi-Machacek型号中搜索更轻的中性保管五型标量

Search for a lighter neutral custodial fiveplet scalar in the Georgi-Machacek model

论文作者

Wang, Chu, Tao, Jun-Quan, Shahzad, M. Aamir, Chen, Guo-Ming, Gascon-Shotkin, S.

论文摘要

已经进行了许多来自理论和实验方面的研究,以寻找比125 $ GEV $ HIGGS BOSON轻的新希格斯玻色子,该玻色子在2012年在LHC上发现的125 $ gev $ higgs boson。在本文中,我们探索了限制较轻的中性五局五型中性保管点$ H______的模型的可能性从LHC数据中寻找较轻的希格斯玻色子腐烂成两个光子。托管销售质量$ H $或$ H $被认为是LHC观察到的125 $ GEV $ HIGGS BOSON。提出了一组新的约束参数,该参数被低质量$ h_ {5}^{0} $所青睐,以有效地生成事件。将$ h_ {5}^{0} $从扫描中基于约束参数的产生与搜索在GM合作之后,通过CMS协作的两个光子衰减的较轻的Higgs玻色子衰减的最新结果,在GM的理论约束中,来自GM的理论约束以及来自所有现有的相关实验测量结果的约束,包括最新的测量结果。进行了幸存的GM参数空间的数值分析。总结了现象学研究的GM输入参数的趋势和相关性。此外,讨论了这种低质量中性托管五型标量的其他有趣衰减通道的发现潜力。

Many researches from both the theoretical and experimental sides have been performed to search for a new Higgs Boson lighter than the 125 $GeV$ Higgs boson which was discovered at the LHC in 2012. In this paper we explore the possibility of constraining a lighter neutral custodial fiveplet scalar $H_{5}^{0}$ in the Georgi-Machacek (GM) model by the latest results of the search for a lighter Higgs boson decaying into two photons from LHC data. The custodial-singlet mass eigenstate $h$ or $H$ is considered to be the LHC observed 125 $GeV$ Higgs boson. A new set of constrained parameters that is favoured by low-mass $H_{5}^{0}$, is proposed to generate events efficiently. The production of $H_{5}^{0}$ from the scan based on the constrained parameters is compared to the latest results of the search for a lighter Higgs boson decaying into two photons by CMS Collaboration, after the theoretical constraints from GM model and the constraints from all existing relevant experimental measurements including the recent results of the Higgs boson searches from the LHC. The numerical analyses of the surviving GM parameter space are performed. The tendencies and correlations of the GM input parameters from the phenomenological studies are summarized. In addition the discovery potential of other interesting decay channels of this low-mass neutral custodial fiveplet scalar are discussed.

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