论文标题
通过brauer代数的任意类型的对称类型的对称类型的D维自旋投影操作员
D-dimensional spin projection operators for arbitrary type of symmetry via Brauer algebra idempotents
论文作者
论文摘要
发现了将正交和符号基团在张量空间中集中的Brauer代数的新一类表示。这些表示形式使得将Brauer代数的原始正交构想的技术应用于整数旋转behrends-fronsdal类型的投影仪的构造，以任意类型的对称性。
A new class of representations of the Brauer algebra that centralizes the action of orthogonal and symplectic groups in tensor spaces is found. These representations make it possible to apply the technique of building primitive orthogonal idempotents of the Brauer algebra to the construction of integer spin Behrends-Fronsdal type projectors of an arbitrary type of symmetries.
