Titlebook: Abstract Harmonic Analysis; Structure and Analys Edwin Hewitt,Kenneth A. Ross Book 1970 Springer-Verlag Berlin Heidelberg 1970 Abelian grou

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Kim Snepvangers,Jesse Ingrey-Arndellable one, and as the reader will see we do not give nearly so much detail about compact groups as we did for locally compact Abelian groups. A basic tool in our study is the . theorem (27.40), which is the central object of § 27- In § 28, we apply representations of compact groups in several directi

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https://doi.org/10.1007/978-3-319-61560-8the detailed analysis in Chapters Nine, Ten, and Eleven. The Fourier transform as defined in . is a complex-valued function on the character group of a locally compact Abelian group. For a compact non-Abelian group, the Fourier transform is an operator-valued function defined on the dual object (28.

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