论文标题
BLMSSM和B-LSSM的自然性
The naturalness in the BLMSSM and B-LSSM
论文作者
论文摘要
为了更自然地解释希格斯质量及其衰变，我们希望侵犯BLMSSM和B-LSSM。在这两种模型中，都引入了右手中微子的超级场地，以更好地解释中微子质量问题。此外，还有其他被认为使这些模型比MSSM更自然的超级领域。在本文中，将在BLMSSM和B-LSSM中采用$χ^2 $分析的方法来计算Higgs Mass，Higgs衰减和MUON $ G-2 $。随着该地区的微调$ 0.67 \％-2.5 \％$和$ 0.67 \％-5 \％$，我们可以获得合理的理论值，这些值分别符合BLMSSMSM和B-LSSM中的实验结果。同时，将以最小值$（χ^{bl} _ {min}）^2 = 2.34736 $和$（χ^{B-l} _ {min} _ {min}）^2 = 2.477754 $分别获得BLMSSM和B-LSSM中最合适的基准点。
In order to interpret the Higgs mass and its decays more naturally, we hope to intrude the BLMSSM and B-LSSM. In the both models, the right-handed neutrino superfields are introduced to better explain the neutrino mass problems. In addition, there are other superfields considered to make these models more natural than MSSM. In this paper, the method of $χ^2$ analyses will be adopted in the BLMSSM and B-LSSM to calculate the Higgs mass, Higgs decays and muon $g-2$. With the fine-tuning in the region $0.67\%-2.5\%$ and $0.67\%-5\%$, we can obtain the reasonable theoretical values that are in accordance with the experimental results respectively in the BLMSSM and B-LSSM. Meanwhile, the best-fitted benchmark points in the BLMSSM and B-LSSM will be acquired at minimal $(χ^{BL}_{min})^2 = 2.34736$ and $(χ^{B-L}_{min})^2 = 2.47754$, respectively.
