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首页> 外文期刊>The European physical journal, C. Particles and fields >R2SM: a package for the analytic computation of the R_2 Rational terms in the Standard Model of the Electroweak interactions
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R2SM: a package for the analytic computation of the R_2 Rational terms in the Standard Model of the Electroweak interactions

机译:R2SM:用于在电子弱相互作用的标准模型中分析R_2有理项的软件包

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摘要

The analytical package written in FORM presented in this paper allows the computation of the complete set of Feynman Rules producing the Rational terms of kind R2 contributing to the virtual part of NLO corrections in the Standard Model of the Electroweak interactions. Building block topologies filled by means of generic scalars, vectors and fermions, allowing to build these Feynman Rules in terms of specific elementary particles, are explicitly given in the R ξ gauge class, together with the automatic dressing procedure to obtain the Feynman Rules from them. The results in more specific gauges, like the ’t?Hooft Feynman one, follow as particular cases, in both the HV and the FDH dimensional regularization schemes. As a check on our formulas, the gauge independence of the total Rational contribution (R1+R2) to renormalized S-matrix elements is verified by considering the specific example of the H→γγ decay process at 1-loop. This package can be of interest for people aiming at a better understanding of the nature of the Rational terms. It is organized in a modular way, allowing a further use of some its files even in different contexts. Furthermore, it can be considered as a first seed in the effort towards a complete automation of the process of the analytical calculation of the R2 effective vertices, given the Lagrangian of a generic gauge theory of particle interactions.
机译:本文介绍的用FORM编写的分析包允许计算完整的Feynman规则集,从而产生E2类有理项,从而有助于Electroweak相互作用标准模型中NLO校正的虚拟部分。 Rξ规范类中明确给出了通过通用标量,向量和费米子填充的构建基拓扑,从而允许根据特定的基本粒子构建这些Feynman规则,以及自动修整过程以从中获取Feynman规则。在HV和FDH尺寸正则化方案中,在特定情况下遵循更具体的指标(如’Hooft Feynman指标)得出的结果。作为对我们公式的检验,通过考虑一环处H→γγ衰变过程的具体示例,验证了对重新归一化的S矩阵元素的总有理贡献(R1 + R2)的规范独立性。该软件包对于那些希望更好地理解Rational术语的性质的人来说可能很有趣。它以模块化的方式组织,即使在不同的上下文中也允许进一步使用其某些文件。此外,考虑到粒子相互作用的一般尺度理论的拉格朗日,它可以被认为是努力实现R2有效顶点的解析计算过程的完全自动化的第一颗种子。

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