Linear and Projective Representations of Symmetric Groups
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An account of the representation theory of symmetric groups.
1Notation and generalities32Symmetric groups I73Degenerate affine Hecke algebra244First results on H[subscript n]-modules355Crystal operators436Character calculations547Integral representations and cyclotomic Hecke algebras648Functors e[subscript i][superscript [lambda]] and f[subscript i][superscript [lambda]]829Construction of U[subscript z][superscript +] and irreducible modules10310Identification of the crystal12011Symmetric groups II13112Generalities on superalgebra15113Sergeev superalgebras16514Affine Sergeev superalgebras17415Integral representations and cyclotomic Sergeev algebras18116First results on X[subscript n]-modules19117Crystal operators for X[subscript n]20018Character calculations for X[subscript n]20619Operators e[subscript i][superscript [lambda]] and f[subscript i][superscript [lambda]]21920Construction of U[subscript z][superscript +] and irreducible modules23821Identification of the crystal24822Double covers250
