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.

Creator

• Simonis, Joseph P.

Contributeurs

• Walker, Homer F.

Degree

• PhD

Unit

• Mathematical Sciences

Publisher

• Worcester Polytechnic Institute

Language

• English

Identifier

• etd-051305-162036

Mot-clé

• dynamical systems
• Picard
• Periodic Solutions
• Newton

Advisor

• Walker, Homer F.

Defense date

• 2005-05-13

Year

• 2005

Date created

• 2005-05-13

Resource type

• Dissertation

Rights statement

• In Copyright