论文标题
PoincaréGauge重力底漆
Poincaré gauge gravity primer
论文作者
论文摘要
我们给出了在时空歧管上提出的经典庞加莱重力理论的介绍性概述，该理论带有带有非平凡曲率和扭转的Riemann-Cartan几何形状。在标准张量分析框架中讨论了基本级别的基本数学结构之后，我们为Yang-Mills类型模型类别制定了PoincaréGaugeGravity的一般动力学方案，并考虑了该理论的某些物理上有趣的后果。
We give an introductory overview of the classical Poincaré gauge theory of gravity formulated on the spacetime manifold that carries the Riemann-Cartan geometry with nontrivial curvature and torsion. After discussing the basic mathematical structures at an elementary level in the framework of the standard tensor analysis, we formulate the general dynamical scheme of Poincaré gauge gravity for the class of Yang-Mills type models, and consider a selected number of physically interesting consequences of this theory.
