Weyl–Brauer matrices

Weyl-Brauer matrices are specific types of matrices that arise in the representation theory of the symmetric group and the study of linear representations of quantum groups. They are named after Hermann Weyl and Leonard Brauer, who contributed to the understanding of these algebraic structures. In the context of representation theory, Weyl-Brauer matrices can be associated with projective representations. They often come into play when examining interactions between various representations characterized by certain symmetry properties.