论文标题
多式特征值猜想和RACAH对称性
Multistrand Eigenvalue conjecture and Racah symmetries
论文作者
论文摘要
目前，量子代数的RACAH矩阵引起了极大的兴趣。这些矩阵与$ \ Mathcal {r} $ - 矩阵有关系，这比RACAH矩阵本身要简单得多。这种关系称为特征值猜想。在本文中，我们研究了RACAH矩阵的对称性，这些矩阵从特征值的猜想开始，用于多式辫子。
Racah matrices of quantum algebras are of great interest at present time. These matrices have a relation with $\mathcal{R}$-matrices, which are much simpler than the Racah matrices themselves. This relation is known as the eigenvalue conjecture. In this paper we study symmetries of Racah matrices which follow from the eigenvalue conjecture for multistrand braids.
