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Document Type: | Book |
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All Authors / Contributors: |
Antoni Zygmund |
ISBN: | 0521890535 9780521890533 |
OCLC Number: | 315414335 |
Notes: | Enth. Bd. 1 und 2. |
Description: | Getr. Zählung. |
Contents: | Part I: 1. Trigonometric series and Fourier series, auxilliary results; 2. Fourier coefficients, elementary theorems on the convergence of S[f] and \tilde{S}[f]; 3. Summability of Fourier series; 4. Classes of functions and Fourier series; 5. Special trigonometric series; 6. The absolute convergence of trigonometric series; 7. Complex methods in Fourier series; 8. Divergence of Fourier series; 9. Riemann's theory of trigonometric series; Part II: 10. Trigonometric interpolation; 11. Differentiation of series, generalised derivatives; 12. Interpolation of linear operations, more about Fourier coefficients; 13. Convergence and summability almost everywhere; 14. More about complex methods; 15. Applications of the Littlewood-Paley function to Fourier series; 16. Fourier integrals; 17. A topic in multiple Fourier series. |
Series Title: | Cambridge mathematical library |
Responsibility: | A. Zygmund ; with a foreword by Robert Fefferman. |
More information: |
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'... much material previously unpublished in book form.' Zentralblatt MATH
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