Book contents
- Frontmatter
- Dedication
- Contents
- Foreword
- Preface
- 1 The Littlewood Tauberian theorem
- 2 The Wiener Tauberian theorem
- 3 The Newman Tauberian theorem
- 4 Generic properties of derivative functions
- 5 Probability theory and existence theorems
- 6 The Hausdorff–Banach–Tarski paradoxes
- 7 Riemann's “other” function
- 8 Partitio numerorum
- 9 The approximate functional equation of the function θ0
- 10 The Littlewood conjecture
- 11 Banach algebras
- 12 The Carleson corona theorem
- 13 The problem of complementation in Banach spaces
- 14 Hints for solutions
- References
- Notations
- Index
3 - The Newman Tauberian theorem
Published online by Cambridge University Press: 05 August 2015
Book contents
- Frontmatter
- Dedication
- Contents
- Foreword
- Preface
- 1 The Littlewood Tauberian theorem
- 2 The Wiener Tauberian theorem
- 3 The Newman Tauberian theorem
- 4 Generic properties of derivative functions
- 5 Probability theory and existence theorems
- 6 The Hausdorff–Banach–Tarski paradoxes
- 7 Riemann's “other” function
- 8 Partitio numerorum
- 9 The approximate functional equation of the function θ0
- 10 The Littlewood conjecture
- 11 Banach algebras
- 12 The Carleson corona theorem
- 13 The problem of complementation in Banach spaces
- 14 Hints for solutions
- References
- Notations
- Index
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- Twelve Landmarks of Twentieth-Century Analysis , pp. 73 - 102Publisher: Cambridge University PressPrint publication year: 2015