McKay Transpose

The McKay Transpose is a mathematical concept used in group theory, particularly in the study of finite groups and their representations. Essentially, it offers a way to transform certain mathematical structures related to symmetries and group actions, often simplifying calculations or providing deeper insights into a group's properties. Named after the mathematician John McKay, this concept is linked to various areas of mathematics, including combinatorics and algebra, and helps researchers understand the relationships between different groups and their representations in a more efficient manner.