Une q - spécialisation pour les fonctions symétriques monomiales
Abstract
Description
We obtain the specialization of monomial symmetric functions on the alphabet (a-b)/(1-q). This gives a remarkable algebraic identity, and four new developments for the Macdonald polynomial associated with a row. The proofs are given in the framework of $λ$-ring theory.
25 pages, LaTeX, in French. Enlarged version, with new remarks, misprints corrected, and an Appendix added
25 pages, LaTeX, in French. Enlarged version, with new remarks, misprints corrected, and an Appendix added