3 papers
math.CO2000
Une q - spécialisation pour les fonctions symétriques monomiales
Michel Lassalle
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 po…
math.CO2000
Une identité remarquable en théorie des partitions
Alain Lascoux, Michel Lassalle
We prove an identity about partitions, previously conjectured in the study of shifted Jack polynomials (math.CO/9903020). The proof given is using -ring techniques. It would be…
math.CO1999
Une identité en théorie des partitions
Michel Lassalle
We prove an identity about partitions with a very elementary formulation. We had previously conjectured this identity, encountered in the study of shifted Jack polynomials (math.CO…