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9780821833384

Dynamics of Topologically Generic Homeomorphisms

by ; ;
  • ISBN13:

    9780821833384

  • ISBN10:

    0821833383

  • Format: Paperback
  • Copyright: 2003-07-01
  • Publisher: Amer Mathematical Society

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Summary

Introduction Attractors and chain recurrence Periodic decompositions and adding machines Semicontinuity and homogeneity Crushing arguments Topological horseshoes Generic homeomorphisms Almost equicontinuity Cantor sets The circle Crushing the chain recurrent set Generic homeomorphisms on manifolds Generic mappings on manifolds Bibliography Index

Table of Contents

Introduction 1(1)
Overview
1(1)
Description of results
2(3)
Brief remarks about techniques
5(1)
Comparison with the smooth case
6(1)
Standing notation
7(1)
Road map
8(1)
Comments
8(3)
Attractors and Chain Recurrence
11(10)
Chain recurrence
11(2)
Attractors
13(2)
Attractor-repellor pairs
15(1)
Initial and terminal chain components
16(1)
The space(s) of chain components
17(1)
Summary
18(3)
Periodic Decompositions and Adding Machines
21(10)
Periodic decompositions
21(1)
The sets II∞ and II∞,∞
22(1)
Adding machines
23(2)
Decompositions of u type
25(3)
Periodicity conditions
28(3)
Semicontinuity and Homogeneity
31(8)
Semicontinuity
31(1)
Prolongation
32(1)
The automorphism group
33(2)
Homogeneity conditions
35(1)
Showing Ω(ƒ) = C(ƒ)
36(3)
Crushing Arguments
39(14)
Sponges
39(5)
Crushing
44(9)
Topological Horseshoes
53(12)
Connected successions of subsets
53(1)
Topological horseshoes
54(3)
Perturbing to a horseshoe
57(8)
Generic Homeomorphisms
65(14)
The classes H1 and H1,s
65(5)
The class H,s
70(3)
Dynamic isolation
73(1)
Attractor boundaries are quasi-attractors
73(2)
Shift extensions and the class H4
75(4)
Almost Equicontinuity
79(6)
Chain continuity
81(4)
Cantor Sets
85(12)
Aperiodicity and the class H5
85(1)
The class H6
86(3)
Rohlin property
89(1)
The class H3,c
90(7)
The Circle
97(10)
Background
97(2)
The class H1 on S1
99(4)
Relative Rohlin property
103(4)
Crushing the Chain Recurrent Set
107(8)
Generic Homeomorphisms on Manifolds
115(6)
The class H8
115(1)
The class Hman
116(1)
Anosov homeomorphisms
116(5)
Generic Mappings on Manifolds
121(4)
Bibliography 125(4)
Index 129

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