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Anton Deitmar
i-xii
Front matter
5-69
Part I / Fourier Analysis
5-23
Fourier Series
25-39
Hilbert Spaces
41-57
The Fourier Transform
59-69
Distributions
73-126
Part II / LCA Groups
73-79
Finite Abelian Groups
81-100
LCA Groups
101-109
The Dual Group
111-126
Plancherel Theorem
129-173
Part III / Noncommutative Groups
129-140
Matrix Groups
141-147
The Representations of SU(2)
149-156
The Peter-Weyl Theorem
157-173
The Heisenberg Group
175-192
Back matter
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