Document Type
Article
Publication Date
2011
Publication Source
Communications on Applied Nonlinear Analysis
Abstract
For the nth order differential equation (see PDF for equation) we obtain optimal bounds on the length of intervals on which solutions are unique for certain nonlocal three point boundary value problems. These bounds are obtained through an application of the Pontryagin Maximum Principle from the theory of optimal control.
Inclusive pages
89-97
ISBN/ISSN
1074-133X
Document Version
Published Version
Volume
18
Issue
3
Peer Reviewed
yes
eCommons Citation
Eloe, Paul W. and Henderson, Johnny, "Optimal intervals for uniqueness of solutions for nonlocal boundary value problems" (2011). Mathematics Faculty Publications. 127.
https://ecommons.udayton.edu/mth_fac_pub/127
Comments
This document is made available in compliance with the publisher's policy on self-archiving or with the express permission of the publisher. Permission documentation is on file.