Structure and convergence of conventional Jacobi-type methodsminimizing the off-norm function
Huper, K.; Helmke, U.; Moore, J.B.
Decision and Control, 1996., Proceedings of the 35th IEEE
Volume 2, Issue , 11-13 Dec 1996 Page(s):2124 - 2129 vol.2
Digital Object Identifier   10.1109/CDC.1996.572922
Summary:Conventional Jacobi-type methods for the diagonalization of real symmetric matrices can be seen as achieving the optimization of the off-norm function on a homogeneous space. The critical point structure of this function is studied in detail. Conventional Jacobi-type algorithms are rederived, and their convergence properties are studied using the tools of global analysis

» View citation and abstract

Log in by entering your IEEE Web Account Username and Password.

IEEE Communications Society members: If you subscribe to the IEEE Electronic Periodicals Package or IEEE Electronic Periodicals Package Plus, you must access your subscription at www.comsoc.org.

Check with your librarian, information professional, or system manager to determine if you need to log in. Please complete the online Technical Support Form if you need assistance.

Select the Purchase History link to access the document. You will have 5 Days after purchase to access the Full Text PDF. Please complete the online Technical Support Form if you need assistance.

• Search and access Abstract records free of charge
• Register for table of contents alerts
• Purchase Full Text PDF documents

» Learn more about subscription options or how to become an IEEE Member.