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NSVZ Relation and NSVZ Scheme in N=1 Non-Abelian Supersymmetric Gauge Theories

机译:NSVZ关系和N = 1非阿比越其对称仪表理论的NSVZ方案

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摘要

We briefly describe the perturbative derivation of the exact NSVZ beta-function for N = 1 supersymmetric non-Abelian gauge theories in the case of using the higher covariant derivative regularization. It is demonstrated that with this regularization the NSVZ equation written in the form of a relation between the beta-function and the anomalous dimensions of the quantum superfields is satisfied by the renormalization group functions defined in terms of the bare couplings independently of a renormalization prescription. For the renormalization group functions defined in terms of the renormalized couplings this implies that one of the NSVZ schemes in all loops is given by the HD+MSL prescription, when the theory is regularized by higher derivatives and the renormalization constants contain only powers of in Lambda/mu. All these statements are verified by comparing certain terms in the three-loop beta-function with the corresponding contributions to anomalous dimensions of the quantum superfields.
机译:我们简要地描述了在使用高协变导数正则化的情况下,N=1超对称非阿贝尔规范理论的精确NSVZβ函数的微扰推导。证明了在这种正则化下,以β函数和量子超场的反常维数之间的关系形式写成的NSVZ方程,由独立于重整化处方的裸耦合定义的重整化群函数来满足。对于根据重整化耦合定义的重整化群函数,这意味着当理论由高阶导数正则化且重整化常数仅包含λ/mu的幂次时,所有回路中的NSVZ方案之一由HD+MSL公式给出。所有这些说法都是通过比较三环贝塔函数中的某些项与量子超场反常维度的相应贡献来验证的。

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