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CHAPTER lis Representations of wreath products
Application to the representation theory
2 other sections not shown
0sima alternating groups ambivalent belong Brauer characters centralizer character table Clifford's theory complete system conjugacy classes conjugate contains Curtis/Reiner cycleproduct cyclic factors decomposition matrix decomposition numbers denote describe diagram double cosets elements evaluate exactly f Sn finite group Hence implies inertia factor inertia group irreducible constituents irreducible ordinary representations K-representations Kerber Math minimal left ideals modular representation multiplicity nodes normal divisor obtain ordinary irreducible characters ordinary irreducible representations p-block p-core p-element p-group p-modular p-regular p-Sylow-subgroup partition permutation groups permutation representation product multiplication Prom Proof prove rational integral representation of G\H representation theory representations of wreath resp respect to f Robinson Seiten Seminar sentations Specht splitting field standard-tableaux subgroup submatrix subsets summand symbols symmetric and alternating symmetric group symmetrized outer products theorem theory of symmetric theory of wreath wreath products Young-diagram