Regular ArticleFischer Matrices for Generalised Symmetric Groups—A Combinatorial Approach☆
Review articleOpen access
Abstract:

AbstractThe main aim of this article is to give a combinatorial method for computing the Fischer matrices of the generalised symmetric group. It is shown that generalised Young tableaux and tabloids play a crucial role in the calculation of the Fischer matrices. In particular, a recursive method which is similar to the Murnaghan–Nakayama formula involved in the calculation of irreducible characters of the symmetric group is proved.

Request full text

References (0)

Cited By (0)

No reference data.
No citation data.
Advertisement
Join Copernicus Academic and get access to over 12 million papers authored by 7+ million academics.
Join for free!