Non-Fiction Books:

Connecting Orbits and the Boundary Map Method

Format

Paperback

Customer rating

Click to share your rating 0 ratings (0.0/5.0 average) Thanks for your vote!

Share this product

Connecting Orbits and the Boundary Map Method by Catalin Georgescu
$164.99
In stock with supplier

The item is brand new and in-stock in with one of our preferred suppliers. The item will ship from the Mighty Ape warehouse within the timeframe shown below.

Usually ships within 2-3 weeks

Availability

Delivering to:

Estimated arrival:

  • Around 26-29 June using standard courier delivery

Description

It is known that any isolated invariant set can be decompose into two isolated invariant sets (the attractor and the dual repeller) and the connecting orbits between them. Detection of these connecting orbits is a central problem in the qualitative analysis of differential equations. The Conley index theory provides a tool to partially solve this problem by attaching to an isolated invariant set a pointed topological space (the index) and then construct a long exact sequence in terms of homologies/cohomologies of the invariant set and the attractor and the repeller that decompose it. The boundary map denotes generically a set of maps that appear in this construction. If this map is nonzero, connecting orbits exist and present work shows that this map can be embedded in the Alexander cohomology of certain order of the connecting set. In particular this shows that if the boundary map is nonzero in at least two dimensions the connecting set cannot be contractible.
Release date NZ
June 5th, 2009
Country of Publication
Germany
Illustrations
Illustrations, black and white
Imprint
VDM Verlag
Dimensions
152x229x3
ISBN-13
9783639163407
Product ID
3072990

Customer reviews

Nobody has reviewed this product yet. You could be the first!

Write a Review

Marketplace listings

There are no Marketplace listings available for this product currently.
Already own it? Create a free listing and pay just 9% commission when it sells!

Sell Yours Here

Help & options

  • If you think we've made a mistake or omitted details, please send us your feedback. Send Feedback
  • If you have a question or problem with this product, visit our Help section. Get Help
  • Seen a lower price for this product elsewhere? We'll do our best to beat it. Request a better price
Filed under...

Buy this and earn 961 Banana Points