Book contents
- Frontmatter
- Contents
- Historical Preface
- General Outline
- Part I Volume Preserving Homeomorphisms of the Cube
- 1 Introduction to Parts I and II (Compact Manifolds)
- 2 Measure Preserving Homeomorphisms
- 3 Discrete Approximations
- 4 Transitive Homeomorphisms of In and Rn
- 5 Fixed Points and Area Preservation
- 6 Measure Preserving Lusin Theorem
- 7 Ergodic Homeomorphisms
- 8 Uniform Approximation in G[In, λ] and Generic Properties in M[In, λ]
- Part II Measure Preserving Homeomorphisms of a Compact Manifold
- Part III Measure Preserving Homeomorphisms of a Noncompact Manifold
- Appendix 1 Multiple Rokhlin Towers and Conjugacy Approximation
- Appendix 2 Homeomorphic Measures
- Bibliography
- Index
2 - Measure Preserving Homeomorphisms
Published online by Cambridge University Press: 24 August 2009
Book contents
- Frontmatter
- Contents
- Historical Preface
- General Outline
- Part I Volume Preserving Homeomorphisms of the Cube
- 1 Introduction to Parts I and II (Compact Manifolds)
- 2 Measure Preserving Homeomorphisms
- 3 Discrete Approximations
- 4 Transitive Homeomorphisms of In and Rn
- 5 Fixed Points and Area Preservation
- 6 Measure Preserving Lusin Theorem
- 7 Ergodic Homeomorphisms
- 8 Uniform Approximation in G[In, λ] and Generic Properties in M[In, λ]
- Part II Measure Preserving Homeomorphisms of a Compact Manifold
- Part III Measure Preserving Homeomorphisms of a Noncompact Manifold
- Appendix 1 Multiple Rokhlin Towers and Conjugacy Approximation
- Appendix 2 Homeomorphic Measures
- Bibliography
- Index
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- Typical Dynamics of Volume Preserving Homeomorphisms , pp. 7 - 12Publisher: Cambridge University PressPrint publication year: 2001