论文标题
关于无质量和大型自旋1颗粒的较高等级描述的注释
A note on higher rank descriptions of massless and massive spin-1 particles
论文作者
论文摘要
麦克斯韦理论可以在两种形式的辅助字段的帮助下写为一阶模型，这种主操作允许二元性证明$ 1 $ - form和$ d-3 $表单。在这里，我们表明，用任意的（非对称）rank-2张量替换了两种形式的辅助场，从部分反对称的级别3张量表示，导致了一种新的无质量自旋1二元理论。在大规模的自旋-1情况下，我们对大规模的两种形式理论（Kalb-ramond）进行了非对称概括。大规模的非对称自旋-1模型与物质场的耦合通过主作用研究。 我们还表明，也可以从无质量的质量降低无质量较高等级张量的kaluza-klein尺寸降低，这是降低后成为Stueckelberg田地的巨大模型。
The Maxwell theory can be written as a first order model with the help of a two-form auxiliary field, such master action allows the proof of duality between $1$-form and $D-3$ forms. Here we show that the replacement of the two-form auxiliary field by an arbitrary (non symmetric) rank-2 tensor leads to a new massless spin-1 dual theory in terms of a partially antisymmetric rank-3 tensor. In the massive spin-1 case we have a non symmetric generalization of the massive two-form theory (Kalb-Ramond). The coupling of the massive non symmetric spin-1 model to matter fields is investigated via master actions. We also show that massive models with severe discontinuity in their massless limit can also be obtained from Kaluza-Klein dimensional reduction of massless higher rank tensors which become Stueckelberg fields after the reduction.
