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Article #4569

Bifurcation theory and whatnot.

#4569
From: jake
Date: Mon, 05 Oct 1992 04:05
21 lines
1036 bytes
Good afternoon.

Or whatever time of day it is.

I have run across a differential equation which seems to exhibit some sort
of bifurcation in its solution as a parameter is increased from zero.

The solution is important, since it will eventually wind up a propagator,
and the precise nature of this bifurcation is of great interest.

I am looking for a reference to a relatively "nuts and bolts" method of
determining exactly what is going on as this parameter is varied. 

I would greatly appreciate anything you can suggest.

Thank you very much in advance.

jake
 
--
Jason C. Breckenridge 				jake@skatter.usask.ca
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Message-ID: <1992Oct5.040536.7003@access.usask.ca>
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Newsgroups: sci.physics
Path: arc1-ca.pugleaf.net!sparky!uunet!decwrl!access.usask.ca!news
From: jake@skatter.usask.ca
Subject: Bifurcation theory and whatnot.
Message-ID: <1992Oct5.040536.7003@access.usask.ca>
Sender: news@access.usask.ca (USENET News System)
Nntp-Posting-Host: skatter.usask.ca
Organization: University of Saskatchewan
References: <none>
Date: Mon, 5 Oct 1992 04:05:36 GMT
Lines: 21