ScienceOpen:
research and publishing network
For Publishers
Discovery
Metadata
Peer review
Hosting
Publishing
For Researchers
Join
Publish
Review
Collect
My ScienceOpen
Sign in
Register
Dashboard
Blog
About
Search
Advanced search
My ScienceOpen
Sign in
Register
Dashboard
Search
Search
Advanced search
For Publishers
Discovery
Metadata
Peer review
Hosting
Publishing
For Researchers
Join
Publish
Review
Collect
Blog
About
16
views
0
references
Top references
cited by
121
Cite as...
0 reviews
Review
0
comments
Comment
0
recommends
+1
Recommend
0
collections
Add to
0
shares
Share
Twitter
Sina Weibo
Facebook
Email
1,129
similar
All similar
Record
: found
Abstract
: not found
Book
: not found
Invariant Manifolds
other
Author(s):
Morris W. Hirsch
,
Charles C. Pugh
,
Michael Shub
Publication date
(Print):
1977
Publisher:
Springer Berlin Heidelberg
Read this book at
Publisher
Buy book
Review
Review book
Invite someone to review
Bookmark
Cite as...
There is no author summary for this book yet. Authors can add summaries to their books on ScienceOpen to make them more accessible to a non-specialist audience.
Related collections
ScienceOpen Research
Author and book information
Book
ISBN (Print):
978-3-540-08148-7
ISBN (Electronic):
978-3-540-37382-7
Publication date (Print):
1977
DOI:
10.1007/BFb0092042
SO-VID:
1837a52f-f255-4eb0-bc66-e53ea63bcac6
License:
http://www.springer.com/tdm
History
Data availability:
Comments
Comment on this book
Sign in to comment
Book chapters
pp. 1
Introduction
pp. 5
The linear theory of normal hyperbolicity
pp. 25
The Cr section theorem and lipschitz jets
pp. 39
The local theory of normally hyperbolic, invariant, compact manifolds
pp. 53
Pseudo hyperbolicity and plaque families
pp. 64
Center manifolds
pp. 67
Noncompactness and uniformity
pp. 108
Forced smoothness of i: V → M
pp. 110
Branched laminations
pp. 115
Normally hyperbolic foliations and laminations
pp. 132
Local product structure and local stability
pp. 136
Equivariant fibrations and nonwandering sets
Similar content
1,129
Stabilisation, bordism and embedded spheres in 4--manifolds
Authors:
Universal Solution Manifold Networks (USM-Nets): Non-Intrusive Mesh-Free Surrogate Models for Problems in Variable Domains.
Authors:
Francesco Regazzoni
,
Stefano Pagani
,
Alfio Quarteroni
The quantization of a toric manifold is given by the integer lattice points in the moment polytope
Authors:
See all similar
Cited by
119
Attractor reconstruction by machine learning
Authors:
Brian R. Hunt
,
Zhixin Lu
,
Edward Ott
Coupling functions: Universal insights into dynamical interaction mechanisms
Authors:
Tomislav Stankovski
,
Tiago Pereira
,
Peter McClintock
…
Universal properties of maps on an interval
Authors:
P Collet
,
J. Eckmann
,
O. Lanford
See all cited by