Book contents
- Frontmatter
- Contents
- Preface
- PART I SURVEY ARTICLES
- PART II RESEARCH PAPERS
- Ergodic baker's transformations
- Almost sure convergence of projections to self-adjoint operators in L2(0,1)
- Quasi-uniform limits of uniformly recurrent points
- Strictly nonpointwise Markov operators and weak mixing
- Two techniques in multiple recurrence
- For Bernoulli transformations the smallest natural family of factors consists of all factors
- Topological entropy of extensions
- Functional equations associated with the spectral properties of compact group extensions
- Multiple recurrence for nilpotent groups of affine transformations of the 2-torus
- A remark on isometric extensions in relatively independent joinings
- Three results in recurrence
- Calculation of the limit in the return times theorem for Dunford-Schwartz operators
- Eigenfunctions of T x S and the Conze-Lesigne algebra
- Conference Program
- List of Participants
For Bernoulli transformations the smallest natural family of factors consists of all factors
Published online by Cambridge University Press: 24 February 2010
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Book contents
- Frontmatter
- Contents
- Preface
- PART I SURVEY ARTICLES
- PART II RESEARCH PAPERS
- Ergodic baker's transformations
- Almost sure convergence of projections to self-adjoint operators in L2(0,1)
- Quasi-uniform limits of uniformly recurrent points
- Strictly nonpointwise Markov operators and weak mixing
- Two techniques in multiple recurrence
- For Bernoulli transformations the smallest natural family of factors consists of all factors
- Topological entropy of extensions
- Functional equations associated with the spectral properties of compact group extensions
- Multiple recurrence for nilpotent groups of affine transformations of the 2-torus
- A remark on isometric extensions in relatively independent joinings
- Three results in recurrence
- Calculation of the limit in the return times theorem for Dunford-Schwartz operators
- Eigenfunctions of T x S and the Conze-Lesigne algebra
- Conference Program
- List of Participants
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- Ergodic Theory and Harmonic AnalysisProceedings of the 1993 Alexandria Conference, pp. 291 - 298Publisher: Cambridge University PressPrint publication year: 1995