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Classical method of constructing a complete set of irreducible representations of semidirect product of a compact group with a finite group

机译:构造紧致群与有限群的半直接乘积的不可约表示的完整集的经典方法

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Let G = U S be a group of semidirect product of U com- pact and S finite. For an irreducible representation (= IR) ρ of U , let S([ρ]) be the stationary subgroup in S of the equivalence class [ρ] ∈ U . Intertwin- ing operators J ρ (s) (s ∈ S([ρ])) between
机译:令G = U S是U压缩和S有限的一组半直接乘积。对于U的不可约表示(= IR)ρ,令S([ρ])为等价类[ρ]∈U的S中的平稳子组。之间的交织算子Jρ(s)(s∈S([ρ]))

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