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Radiative corrections in weak semi-leptoni processes at low energy: a two-step matching determination

机译:在低能量下弱半leptoni过程中的辐射校正:a   两步匹配确定

摘要

We focus on the chiral Lagrangian couplings describing radiative correctionsto weak semi-leptonic decays and relate them to the decay amplitude of alepton, computed by Braaten and Li at one loop in the Standard Model. For thispurpose, we follow a two-step procedure. A first matching, from the StandardModel to Fermi theory, yields a relevant set of counterterms. The latter arerelated to chiral couplings thanks to a second matching, from Fermi theory tothe chiral Lagrangian, which is performed using the spurion method. We showthat the chiral couplings of physical relevance obey integral representationsin a closed form, expressed in terms of QCD chiral correlators and vertexfunctions. We deduce exact relations among the couplings, as well as numericalestimates which go beyond the usual $\log(M\_Z/M\_\rho)$ approximation.
机译:我们专注于描述对弱半轻子衰变的辐射校正的手性拉格朗日耦合,并将它们与由Braaten和Li在标准模型中的一个循环中计算出的阿勒普坦的衰变幅度相关。为此,我们遵循两个步骤。从StandardModel到Fermi理论的第一次匹配产生了一组相关的反条件。后者与手性偶合有关,这要归功于第二次匹配,从费米理论到手性拉格朗日算,这是使用方法进行的。我们表明,物理相关性的手性偶合以整数形式服从积分表示,以QCD手性相关因子和顶点函数表示。我们推论出联轴器之间的精确关系,以及超出通常的$ \ log(M \ _Z / M \ _ \ rho)$近似值的数值估计。

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