论文标题

欧几里得仪表理论中的协变量和几何设置

Covariant Mass and Geometrical setup in Euclidean gauge theories

论文作者

de Sá, A. R., Capri, M. A. L., Lemes, V. E. R.

论文摘要

非局部质量运算符可以通过引入具有几何分配特性的其他字段来始终以局部形式设置。因此,确定了局部和多项式规范的不变作用。从代数的角度来看,与重新归一化研究兼容的方程式在Landau仪表中提出。

A nonlocal mass operator can be consistently set in local form through the introduction of a set of additional fields with geometrical appropriated properties. A local and polynomial gauge invariant action is thus identified. Equations compatible with the study of renormalization, from the algebraic point of view, are presented in the Landau Gauge.

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