The book is currently out of stock
More about the book
Plancherel's theorem is explored in detail, showcasing its role in generalizing the completeness of Fourier series. The book delves into non-commutative harmonic analysis, beginning with matrix group analysis, Lie algebras, and the classification of SU(2) representations. It presents the Peter-Weyl theorem, which extends Fourier series completeness to compact non-commutative groups, and examines the Heisenberg group, illustrating how the regular representation decomposes as a direct integral. Acknowledgments highlight contributions from various scholars.
Book purchase
A First Course in Harmonic Analysis, Anton Deitmar
- Language
- Released
- 2005
- product-detail.submit-box.info.binding
- (Paperback)
We’ll notify you via email once we track it down.
Payment methods
We’re missing your review here.