论文标题
大规模半全能超级潘的超空间配方
Superspace formulation of massive half-integer superspin
论文作者
论文摘要
在任意半数superspin $ {\ textsf {y}} = s+1/2 $ supermultiplet的拉格朗日的明确形式，以$ 4 {\ rm d}，〜\ nathcal {n} = 1 $ superspace获得。这是通过引入越来越多的辅助超级场地的塔塔来实现的，这些辅助超级领域的排名消失了，才能消失自由理论。在无限的限制中，几乎所有辅助超级场均脱离了一个，除一个辅助超级场外，它扮演了补偿器的作用，按照拉格朗日对无数理论的拉格朗日描述的新兴量规冗余所要求。该理论携带的自由度的脱壳数量为$ \ frac {8} {3}（s+1）（4S^2+11S+3）$。
An explicit form for the lagrangian of an arbitrary half-integer superspin ${\textsf{Y}}=s+1/2$ supermultiplet is obtained in $4{\rm D},~\mathcal{N}=1$ superspace. This is accomplished by the introduction of a tower of pairs of auxiliary superfields of increasing rank which are required to vanish on-shell for free theories. In the massless limit almost all auxiliary superfields decouple except one, which plays the role of compensator as required by the emergent gauge redundancy of the Lagrangian description of the massless theory. The number of off-shell degrees of freedom carried by the theory is $\frac{8}{3}(s+1)(4s^2+11s+3)$.
