Combinatoire et Representation du Groupe Symetrique

Content: 
Front Matter....Pages -
Introduction....Pages 1-10
The papers of Alfred Young 1873–1940....Pages 11-28
Une forme geometrique de la correspondance de Robinson-Schensted....Pages 29-58
La correspondance de Robinson....Pages 59-113
Some order-theoretic properties of the Robinson-Schensted correspondence....Pages 114-120
Une propriété du vidage-remplissage des tableaux de Young....Pages 121-135
A survey on Hall-Littlewood functions and their applications to representation theory....Pages 136-154
Further results on baxter sequences and generalized Schur functions....Pages 155-167
Hopf algebras of symmetric functions and class functions....Pages 168-181
Calcul de Schur et extensions grassmanniennes des λ-anneaux....Pages 182-216
Some combinatorial aspects of the Schubert calculus....Pages 217-251
Note on multiplication theorems for Schur functions....Pages 252-257
Restrictions of characters, generosity, interchange and coloured graphs....Pages 258-266
Permutrization of representations....Pages 267-280
Charaktere mehrfach transitiver Permutationsgruppen....Pages 281-286
Implications of the Macmahon conjecture....Pages 287-296
Monotonicity for structure numbers in theories without identity....Pages 297-308
On the ordering, ranking, and random generation of basic combinatorial sets....Pages 309-339