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Representation Theory and Harmonic Analysis of Wreath Products of Finite Groups

The irreducible representations of wreath products -- 2. Representation theory of groups of the form C2? Representation theory of the finite lamplighter group C2? Cn -- Contents note continued: 2.

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Representation theory of the hyperoctahedral group C2? Representation theory of groups of the form F?

Representation theory of Sm? Sn -- 3. Harmonic analysis on some homogeneous spaces of finite wreath products -- 3. Harmonic analysis on the composition of two permutation representations -- 3.

Decomposition into irreducible representations -- 3. Spherical matrix coefficients -- 3. The generalized Johnson scheme -- 3. The Johnson scheme -- 3.

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The homogeneous space h -- 3. Two special kinds of tensor product -- 3. The decomposition of L h into irreducible representations -- 3. The spherical functions -- 3.

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Harmonic analysis on exponentiations and on wreath products of permutation representations -- 3. Exponentiation and wreath products -- 3.

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The case when L Y is multiplicity free -- Contents note continued: 3. Exponentiation of finite Gelfand pairs -- 3. Personal Sign In. For IEEE to continue sending you helpful information on our products and services, please consent to our updated Privacy Policy.

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Preface; 1. General theory; 2. Wreath products of finite groups; 3. Harmonic analysis on finite wreath products; Bibliography; Index. A self-contained introduction to the representation theory and harmonic analysis of wreath products of finite groups, with examples and exercises.