Code: 05066696
Wiener Wintner Ergodic Theorems
by Idris Assani
The Wiener Wintner ergodic theorem is a strengthening of Birkhoff pointwise ergodic theorem. Announced by N. Wiener and A. Wintner, this theorem has introduced the study of a general phenomenon in ergodic theory in which samplings ... more
- Language:
English - Binding: Hardback
- Number of pages: 228
Publisher: World Scientific Publishing Co Pte Ltd, 2003
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87.24 €
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Book synopsis
The Wiener Wintner ergodic theorem is a strengthening of Birkhoff pointwise ergodic theorem. Announced by N. Wiener and A. Wintner, this theorem has introduced the study of a general phenomenon in ergodic theory in which samplings are "good" for an uncountable number of systems. This book studies the rate of convergence in the uniform version of this theorem and what are termed Wiener Wintner dynamical systems and prove for these systems two pointwise results: the a.e. double recurrence theorem and the a.e. continuity of the fractional rotated ergodic Hilbert transform. Some extensions of the Wiener Wintner ergodic theorem are also given.
Book details
Book category Books in English Mathematics & science Mathematics Calculus & mathematical analysis
87.24 €
- Full title: Wiener Wintner Ergodic Theorems
- Author: Idris Assani
- Language: English
- Binding: Hardback
- Number of pages: 228
- EAN: 9789810244392
- ISBN: 9810244398
- ID: 05066696
- Publisher: World Scientific Publishing Co Pte Ltd
- Weight: 531 g
- Dimensions: 239 × 152 × 20 mm
- Date of publishing: 26. May 2003
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