论文标题
最小4D中的矩阵映射的字母，$ {\ mathbf {\ cal n}} $ = 1 shell shell supermultiplet表示
A Letter Highlighting Matrix Mapping in Minimal 4D, ${\mathbf {\cal N}}$ = 1 On-Shell Supermultiplet Representations
论文作者
论文摘要
基于比较操作员的特征值$ {\ hat {\ mathbf {\ cal c}}}}}} {} {}^{（{{\ cal r}} $，证明在区分OFF-SHELL 4D，$ \ CAL N $ = 1 supermultiplets off-supmmultiplets off-suppermults $ suppermults $ cal nip nip nd $ cal nip nip nd $ cal nip nip nip cal nip对于其他已知多重组，超级属性显示出根本不同的。这表明将其嵌入离壳结构中的困难（即使不是不可能的话）。
On the basis of comparing eigenvalues of an operator ${\hat {\mathbf{\cal C}}}{}^{({\cal R})}$, that proved useful in distinguishing how off-shell 4D, $\cal N$ = 1 supermultiplets become off-shell 4D, $\cal N$ = 2 supermultiplets, the double tensor supermultiplet is shown to be radically different for other known multiplets. This suggests difficulties, if not impossibilities, to embed it into an off-shell structure.
