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One-loop diagrams in quantum gravity coupled to scalar electrodynamics

机译:量子重力的单环图耦合到标量电动力学

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摘要

In nonsupersymrnetric-covariant quantum gravity theory, for each system of gravity coupled with single field is one-loop divergent. There were two kinds of methods to reach this result: diagrammatic calculation and heat kernel expansion. On the other hand, more symmetry requirements make the theory finite and it was analyzed how it is possible. In this paper, based on diagrammatic calculation, we consider Einstein-Scalar electrodynamics (Einstein-SQED) system which is the simplest model among the systems of gravity coupled with multiple fields having their own interaction. Although it is known that fermionic loop can cancel the divergent terms as in the case of supersymmetric, theory, there might be accidental cancellation by the equation of motion at a low probability. It is worth to study because there is no such attempt for this model yet and it can be checked easily using the existing result. We introduce how to calculate the possible one-loop diagrams in Einstein-SQED system and show how divergent terms are not vanished with the results calculated earlier.
机译:在非悬浮仪 - 协变量的量子重力理论中,对于耦合单个场的每个重力系统是单环发散。有两种方法可以达到此结果:图解和热内核扩展。另一方面,更多对称要求使理论有限,并分析如何。本文基于图解计算,我们考虑了爱因斯坦 - 标量电动(Einstein-SQED)系统,该系统是重力系统中最简单的模型,其与具有自己交互的多个字段耦合。虽然已知Fermionic Loop可以取消不同于超对对称的理论的发散术语,但是在低概率的情况下,运动方程可能会发生意外取消。值得学习,因为此模型没有此类模型的尝试,并且可以使用现有结果轻松检查。我们介绍了如何计算Einstein-SQED系统中的可能的单环图,并显示出早先计算的结果没有消失的术语。

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