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- catalog contributor b12560796.
- catalog created "c2002.".
- catalog date "2002".
- catalog date "c2002.".
- catalog dateCopyrighted "c2002.".
- catalog description "I. Fourier Analysis -- 1. Fourier Series -- 2. Hilbert Spaces -- 3. Fourier Transform -- II. LCA Groups -- 4. Finite Abelian Groups -- 5. LCA Groups -- 6. Dual Group -- 7. Plancherel Theorem -- III. Noncommutative Groups -- 8. Matrix Groups -- 9. Representations of SU(2) -- 10. Peter-Weyl Theorem. A. Riemann Zeta Function -- B. Haar Integration.".
- catalog description "Includes bibliographical references (p. 147-149) and index.".
- catalog extent "xi, 151 p. :".
- catalog hasFormat "First course in harmonic analysis.".
- catalog identifier "0387953752 (alk. paper)".
- catalog isFormatOf "First course in harmonic analysis.".
- catalog isPartOf "Universitext".
- catalog issued "2002".
- catalog issued "c2002.".
- catalog language "eng".
- catalog publisher "New York : Springer,".
- catalog relation "First course in harmonic analysis.".
- catalog subject "515/.2433 21".
- catalog subject "Harmonic analysis.".
- catalog subject "QA403 .D44 2002".
- catalog tableOfContents "I. Fourier Analysis -- 1. Fourier Series -- 2. Hilbert Spaces -- 3. Fourier Transform -- II. LCA Groups -- 4. Finite Abelian Groups -- 5. LCA Groups -- 6. Dual Group -- 7. Plancherel Theorem -- III. Noncommutative Groups -- 8. Matrix Groups -- 9. Representations of SU(2) -- 10. Peter-Weyl Theorem. A. Riemann Zeta Function -- B. Haar Integration.".
- catalog title "A first course in harmonic analysis / Anton Deitmar.".
- catalog type "text".