论文标题
Møller散布在$ 2 + 1 $的概括性量子动力学中
Møller scattering in $2 + 1$ of generalized quantum electrodynamics in the heisenberg picture
论文作者
论文摘要
在本文中，我们从广义电动力学的框架中调查了电子 - 电子散射过程的差分横截面$ e^ - e^ - e^ - \ rightArrow e^ - e^ - $，即Møller散射，in $（2+1）$（2+1）$。为此，一个目标是从平面广义电动动力学的稳定且统一的框架中开始的，而不是麦克斯韦。我们认为，HAAG定理强烈暗示了海森伯格代表中差异横截面的研究。之后，我们探讨了Podolsky质量截止的影响，并根据基于冷凝物质系统的数据进行计算差分横截面。
In this paper, we investigate from the framework of generalized electrodynamics the differential cross section of the electron-electron scattering process $e^- e^- \rightarrow e^- e^-$, i.e., Møller scattering, in $(2+1)$ dimensions in the Heisenberg picture. To this goal, one starts within the stable and unitary framework of planar generalized electrodynamics, instead of Maxwell one. We argue the Haag's theorem strongly suggests the study of the differential cross section in the Heisenberg representation. Afterward, we explore the influence of Podolsky mass cutoff and calculate the differential cross section considering data based on condensed matter systems.
