Content evaluation and class symmetric functions

By Sylvie Corteel, A. Goupil, Gilles Schaeffer. 2004

52 citations recorded by the source corpus.

Subfields: Discrete Mathematics and Combinatorics, Geometry and Topology, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/16aa29ac101c3f0615ad18229fd7f35e7223d868

Citations in the corpus

• Explicit combinatorial interpretation of Kerov character polynomials as numbers of permutation factorizations (2008, unknown): “This type of quantities have been investigated by Corteel, Goupil and Schaeffer [ CGS04 ].”
• 2D Toda τ-Functions as Combinatorial Generating Functions (2015, unknown): “…element P 0 acts like a scalar for any fixed n, it allows us to write down expressions for conjugacy classes C λ which hold uniformly for all n (see [6] [8]), such as P 1 (J ) = C 21 n−2 , P 2 (J ) − 1 2 P 0 (J ) P 0 (J ) − 1 = C 31 n−3 1 = C 1 n , 1 2 P 11 (J ) − 3 2 P 2 (J ) + 1 2 P 0 (J ) P 0…”