Book contents
- Frontmatter
- Contents
- Preface
- 1 Making predictions
- 2 Mappings and orbits
- 3 Periodic orbits
- 4 Asymptotic orbits I: linear and affine mappings
- 5 Asymptotic orbits II: differentiable mappings
- 6 Families of mappings and bifurcations
- 7 Graphical composition, wiggly iterates and zeroes
- 8 Sensitive dependence
- 9 Ingredients of chaos
- 10 Schwarzian derivatives and ‘woggles’
- 11 Changing coordinates
- 12 Conjugacy
- 13 Wiggly iterates, Cantor sets and chaos
- Index
11 - Changing coordinates
Published online by Cambridge University Press: 05 June 2012
- Frontmatter
- Contents
- Preface
- 1 Making predictions
- 2 Mappings and orbits
- 3 Periodic orbits
- 4 Asymptotic orbits I: linear and affine mappings
- 5 Asymptotic orbits II: differentiable mappings
- 6 Families of mappings and bifurcations
- 7 Graphical composition, wiggly iterates and zeroes
- 8 Sensitive dependence
- 9 Ingredients of chaos
- 10 Schwarzian derivatives and ‘woggles’
- 11 Changing coordinates
- 12 Conjugacy
- 13 Wiggly iterates, Cantor sets and chaos
- Index
Summary
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- Type
- Chapter
- Information
- Chaos: A Mathematical Introduction , pp. 203 - 216Publisher: Cambridge University PressPrint publication year: 2003