Title page for ETD etd-051305-162036

Document Type	dissertation
Author Name	Simonis, Joseph P.
URN	etd-051305-162036
Title	Newton-Picard Gauss-Seidel
Degree	PhD
Department	Mathematical Sciences
Advisors	Homer Walker, Advisor
Keywords	Newton Picard periodic solutions dynamical systems
Date of Presentation/Defense	2005-05-13
Availability	unrestricted
Abstract Newton-Picard methods are iterative methods that work well for computing roots of nonlinear equations within a continuation framework. This project presents one of these methods and includes the results of a computation involving the Brusselator problem performed by an implementation of the method. This work was done in collaboration with Andrew Salinger at Sandia National Laboratories.
Files	simonis.pdf

Browse by Author | Browse by Department | Search all available ETDs