论文标题
SM之外的两个现实量表中的自然意义
Naturalness Implications within the Two-Real-Scalar-Singlet beyond the SM
论文作者
论文摘要
这项研究的目的是使用尺寸正则化在两个真实标量单元（TRSM）扩展的标准模型的背景下研究二次差异。该扩展名提供了三个中性标量字段，它们在开发{\ it vev}后混合，导致三个CP-eve-e-e-eggs玻色子，即：$ h_1 $，$ h_2 $ and $ h_2 $和$ h_3 $，这将在最近报道的大型Hadron Collider（LHC）提供广泛的现象学。此外，为了满足这三个字段的veltman条件，我们将维持尺寸正则化计算的单环（$ d_l = 2 $），假设$r_ξ$ feynman- feynman-'t hoboft gauge gauge-gauge-Invariant概括。我们表明，差异取消可能发生在TRSM的框架中，从而预测对空间参数以及新物理（NP）量表的严格约束，但仍与13 TEV处的当前实验测量保持一致。
The aim of this study is to investigate the quadratic divergences using dimensional regularization within the context of the standard model extended by two real scalar singlets (TRSM). This extension provides three neutral scalar fields that mix, after developing its {\it vev}'s, leading to three CP-even Higgs bosons, namely: $h_1$, $h_2$ and $h_3$, which would offer a wide phenomenology at the Large Hadron Collider (LHC) as reported recently. Furthermore, to fulfill the Veltman conditions for those three fields, we dwell on the one-loop level ($d_L=2$) of dimensional regularization calculations, assuming $R_ξ$ Feynman-'t Hooft gauge-invariant generalization. We show that the divergence cancelation could take place in the framework of the TRSM, and thereby predicts a stringent constraint on the space parameters as well as the new physics (NP) scale, and yet remain consistent with current experimental measurements at 13 TeV.
