Minimal Flows and their Extensions

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Author(s): Leopoldo Nachbin (Eds.)
Series: North-Holland Mathematics Studies 153
Publisher: Elsevier, Academic Press
Year: 1988

Language: English
Pages: ii-ix, 1-265

Content:
Editors
Page ii

Edited by
Page iii

Copyright page
Page iv

Introduction
Pages v-viii

Bibliography
Page ix

Chapter 1 Flows and Minimal Sets
Pages 1-34

Chapter 2 Equicontinuous Flows
Pages 35-47

Chapter 3 The Enveloping Semigroup of a Transformation Group, I
Pages 49-55

Chapter 4 Joint Continuity Theorems
Pages 57-63

Chapter 5 Distal Flows
Pages 65-82

Chapter 6 The Enveloping Semigroup, II
Pages 83-93

Chapter 7 The Furstenberg Structure Theorem for Distal Minimal Flows
Pages 95-114

Chapter 8 Universal Minimal Flows and Ambits
Pages 115-123

Chapter 9 The Equicontinuous Structure Relation and Weakly Mixing Flows
Pages 125-136

Chapter 10 The Algebraic Theory of Minimal Flows
Pages 137-148

Chapter 11 Disjointness
Pages 149-167

Chapter 12 Invariant Measures on Flows
Pages 169-181

Chapter 13 Kakutani-Bebutov Theorems
Pages 183-194

Chapter 14 General Structure Theorems
Pages 195-251

Appendix I Nets
Pages 253-258

Appendix II Uniform Spaces
Pages 259-265