A conjectured combinatorial interpretation of the normalized irreducible character values of the symmetric group

Abstract

In math.CO/0109093 the author obtained a formula for the value of an irreducible symmetric group character indexed by a partition of rectangular shape. In the present paper this formula is (conjecturally) generalized to arbitrary shapes.

6 pages, 1 figure. Minor corrections

Cited by in corpus (2)

• Stanley's character polynomials and coloured factorizations in the symmetric group
• A positivity conjecture for Jack polynomials