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Self-consistency of off-shell Slavnov-Taylor identities in QCD

机译:QCD中脱壳Slavnov-Taylor身份的自洽性

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Using Hopf-algebraic structures as well as diagrammatic techniques for determining the Slavnov-Taylor identities for QCD we construct the relations for the triple and quartic gluon vertices at one loop. By making the longitudinal projection on an external gluon of a Green’s function we show that the gluon self-energy of that leg is consistently replaced by a ghost self-energy. The resulting identities are then studied by evaluating all the graphs for an off-shell nonexceptional momentum configuration. In the case of the 3-point function this is for the most general momentum case and for the 4-point function we consider the fully symmetric point.
机译:使用Hopf代数结构以及用于确定QCD的Slavnov-Taylor恒等式的图解技术,我们可以在一圈构造三重和四次胶子顶点的关系。通过在格林函数的外部胶子上进行纵向投影,我们表明该腿的胶子自能始终被幻影自能代替。然后,通过评估壳外非异常动量配置的所有图来研究所得身份。对于三点函数,这是最一般的动量情况,对于四点函数,我们考虑完全对称的点。

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