论文标题
六维Minkowski空间中无限旋转场的轻正描述
Light-front description of infinite spin fields in six-dimensional Minkowski space
论文作者
论文摘要
我们提出了一种新的$ 6D $无限旋转场理论。这些磁场的洛伦兹 - 融合对应物取决于6矢量坐标和其他旋转变量。在这种实现中发现了Casimir操作员。我们在轻锥框架中获得无限旋转字段，该框架取决于两组$ \ mathrm {su}（2）$ - 谐波变量。介绍了$ 6D $POINCARé集团的发电机和轻型配方中的无限旋转野外动作。
We present a new $6D$ infinite spin field theory in the light-front formulation. The Lorentz-covariant counterparts of these fields depend on 6-vector coordinates and additional spinor variables. Casimir operators in this realization are found. We obtain infinite-spin fields in the light-cone frame which depend on two sets of the $\mathrm{SU}(2)$-harmonic variables. The generators of the $6D$ Poincaré group and the infinite spin field action in the light-front formulation are presented.
