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首页> 外文期刊>Journal of Experimental and Theoretical Physics >Subtractive procedure for calculating the anomalous electron magnetic moment in QED and its application for numerical calculation at the three-loop level
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Subtractive procedure for calculating the anomalous electron magnetic moment in QED and its application for numerical calculation at the three-loop level

机译:QED中异常电子磁矩的减法程序及其在三环水平数值计算中的应用

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摘要

A new subtractive procedure for canceling ultraviolet and infrared divergences in the Feynman integrals described here is developed for calculating QED corrections to the electron anomalous magnetic moment. The procedure formulated in the form of a forest expression with linear operators applied to Feynman amplitudes of UV-diverging subgraphs makes it possible to represent the contribution of each Feynman graph containing only electron and photon propagators in the form of a converging integral with respect to Feynman parameters. The application of the developed method for numerical calculation of two- and threeloop contributions is described.
机译:开发了一种用于消除此处描述的费曼积分中的紫外线和红外线发散的新减法程序,用于计算对电子异常磁矩的QED校正。以森林表达式的形式制定的程序,其中线性算子应用于UV发散子图的Feynman幅值,使得可以表示每个仅包含电子和光子传播子的Feynman图的贡献,其形式为相对于Feynman的会聚积分参数。描述了所开发的方法在二回路和三回路贡献数值计算中的应用。

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